ML20074A819

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Proposed Tech Spec Changes to Allow Cycle 8 Operation W/ Westinghouse 15x15 Optimized Fuel Assemblies.Supporting Documentation Encl
ML20074A819
Person / Time
Site: Cook 
Issue date: 05/11/1983
From:
INDIANA MICHIGAN POWER CO. (FORMERLY INDIANA & MICHIG
To:
Shared Package
ML17320A514 List:
References
NUDOCS 8305160108
Download: ML20074A819 (285)


Text

i o

9

.sW Attachment A to AEP:NRC:0745C Proposed Technical Specifications 8305160108 830511 PDR ADOCK 05000315 P PDR

.* . 1 4

.e OEFINITIONS DE3IGN THERMAL POWER 1.27 DESIGN THERMAL POWER shall be a design total reactor core heat

transfer rate to the raictor coolant of 3411 MWt.

t>==

d l

l l

1 l

l

0. C. COOK-UNIT 1 ,

1-5(a) Amencment No.

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.l.

= ,4 -

.. l:.  ;- -

l; ,
u .
l..;, . . ;j..;
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l.n
=

=j= ,~c i . :t

.:1:.

+:  : p-
l::

+

. = $;..  : ,

ur t:.::

. -. :1 :1: ..  ::  ::: . :l:: ,

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E isl! :li. zilliE lll: i-jli:ii! =ili5

~i!!!- .

__j =.__ .. _.. ........

. -===

_2 n . =__. ':.7 :. . . . -

m._. r =_ . . .=:. = :.n_. n. .' _. .:....r . .

- z : .. ... . .n. t .=. . .= n._t=. .. _: . .=_ .. ..=

.n' .n.r..

. . . _ .=n = u.n.tn.:. . . e

- s - _- .s -, = --r- g--- - - - - , - - - - ----,_ -- - - , - - +-.

_--++ ._:n=._,.- .=.. u..y _-- -t.- e z._,, --a. -$ ---__,_ .

g  ; ;._ j.._. .__;

4.__ _._4

~

FIGURE 2.1-1

=.;. . ,

REACTOR CORE SAFETY LIMIT n5-d. ...__,

+- :=rt==

4 LOOPS IN OPERATION = * '

m

.,.__= -

1  :.,

.- +

,+. ,

I I o

~

670 -.- , ._. _

m UNACCEPTABLE

. ._ =

. OPERATION w

W -

w 650 A '

K N , ,

2400 PSIA -

N M=* W N a u.

h .

N 3 -:

% Q 2250 PSyA wA 7 L- 630 m

w .

3._.- ... ._ _ ;

gi N =.u_ f._. , ,

,\ 1; ,

.c g

=__

w v N - - _

g 8 -

. L._ __2- ._- ~~\_t m

j:.

si g 610 2000 PSIA 6 -

' ~

~

' ' ~~ 7~ =--- ~~%* ~--'

4 G ._2_ -

' +- -_ .L_

--__- -=_+,_ t

..-._.2.,._._.---4 _ _s -_:

==_.

-w%

ou . 1

,- 4. _ ___

- --+ _q i n. .

.__._a_p

.  :- . .=. . -

Ej a_ m%' ---- g: :nv.=_v=- :_y~

- 1775 PSIA -
g. ----: ;v .

w-=.w> _ ..

,e -

590 _.

x.s _. ,

= _ _

%=.

y _..

~

7 (i .

1 pa -

r, _. . ---

- 4 --x ; ,.-.---

ACCEPTABLE

\ '

MEE i

570 OPERATION -

-C~ "--' :'r

~~=

=

z m_x. .= ;

+. _4_. 7-? " = . . . ,

_ :--- =._'*

=-+_- i = =.

=:--- .__ .e =:

~

4 4

.__
__a.-=_._..__2---- .=

l .,_. ._ ._ _ =._ : -  : - _; ._ _. .=

=5=f- "---

4_q ..

  • ----+ =

550 +-

_' _, ~-

x.-- -

-__.._._a  ; - _- = = = }._- ="._..}

.. = ...

_: = ;-

1 m --- ==g - :==_-

0. 0 --' O.2 - + 0.4 --t- +, 0. 6 ---+ 0. 8

---4=

2 2 1.0 1.2 ==

s 1_,

- FRACTION OF RATED THERMAL POWER ,

I i

1 0.C. COOK, UNIT.1 2-2 AMENDMENT N0.

1 1

. f

. TABLE 2.2-1 REACTOR TRIP SYSTEM INSTRUENTATION TRIP SETPOINTS n FUNCTIONAL UNIT ,

TRIP SETPOINT ALLOWABLE VALUES g 1. Manual Reactor Trip Not Applicable Not Applicable -

X 3 4 e 2. Power Range, Neutron Flux Low Setpoint - S 25g' of RATED Low Setpoint - 1 26 % of RATED g THERMAL POWER THERMAL POWER

" High Setpoint - S 109%'of RATED High Setpoint - 1 110% of RATED

. THERMAL POER THERMAL POER

3. Power Range, Neutron Flux, < 5% of RATED THERMAL POER with < 5.5 %of RATED THERMAL POER with liigh Positive Rate i time constant > 2 seconds -

i time constant > 2 seconds

4. Power Range, Neutron Flux, < 5% of RATED THERMAL POER with < 5.5 kof RATED THERMAL POWER with '

liigh Negative Rate i time constant > 2 seconds i time constant > 2 seconds

$ 5. Intermediate Range, Heutron 1 25% of RATED THERMAL POER 1 30 % af RATED THERMAL POER Flux

6. Source Range, Neutron Flux $ 105 counts per second g 1.3 x 105 counts per second
7. Overtemperature AT See Note 1 See Note 3
8. Overpower AT See Kote 2 See Note 3
9. Pressurizer Pressure--Low > 18E5 psig > 1855 psig
10. Pressurizer Pressure--High 1 2385 psig i 2395 psig
11. Pressurizar Water Level--High 1 92% of instrument span 1 93% of instrument span
12. Loss of Flow > 90%' of design flow > 89% of design flow per loop
  • per loop
  • E
  • Design flow is 91,600 gpm per loop. ,

a E.

- s

.0 TABLE I (Continued) 15x15 W 15x15 Optimized Fuel ENC Fuel parameter Assembly Design Assembly Design Structural Mat'l - Two End Grids Inconel Zircaloy-4 Straps, Inconel Springs Grid Height, in., Outer 2.25 2.25 Straps, Valley-to Valley Bottom Nozzle Reconstitutable Top-Nozzle Holddown Springs 3-leaf 2-leaf -

4 0

e 24

~

6 4

e  !

SCHEMATIC OF WESTINGHOUSE 15X16 OFA

~*

- 159.765 (W) REF. m 159.710 (ENC) 2.738 (W) REF. m 2.72 (ENC)

- 15125 (W) REF. m 162.07 (ENC) ,

3 LEAF .'

""I ~=

I E I ':=:" I W b I W "" D ~ i SPRING -" Ad "" '""" "" """ *=" """ " D b< - y&8 '

=== ===  :== s==s: === === == 4 ,5

"" ,o g _

q == z== ==: ==== ===a n== a=3 -d 1 j LO);;--_q _

== ==== ==== === === === .

=

t tv a.

Ld/-

-q ==

=

==

==

==

==

==

=

n===

a===

==

==

==

==

[

> m 1 .=

'1 \\ O; -

.=. .__

1_ .==. .=. 1 =.

_ E;4

, m

_' M  ::: = = = = = --

  • 2 LEAF ' Ic__E 7 === === ==== summa ===a _ ==== mm. h'
  • f7

- ~

== ===z m==z s==s F '7; SPRING c-j === n==z aus

~

(ENC)

""'" b = I  ! I '

d. -

J

====  ; _' "'_

8===

_"""L

=

l

_5===" " _ ; ==f IH j f== t- * )

"; 4  ;-- 4-- +- 134.63 4 - 100.44 4 - 32.25 4--56.06 4- 29 A7 4-

. ( C ,'6 5 C) 153.31 (W) REF. REF. R EF. REF. R E F. REF.

153.26 (ENC) -

. q, GRID TYP ENCGRID HEIGHT 2.25 -

W-WESTINGHOUSE 15X15 OPTIMl2ED FUEL ASSEMBLY (OFA) DIMENSION WESTINGHOUSE TOP si BOTTOM GRID HEIGHTS 1.5 ENC- EXXON NUCLEAR COMPANY (ENC) 15X15 FUEL ASSEMBLY DIMENSION WESTINGHOUSE MID GRID HEIGHT 225 NOTE: OFA AND ENC ASSEMBLY MID-GRIDS HAVE IDENTICAL AXIAL SPACINGS 8

if Figure 1 Comparison of ENC Fuel Assembly Dimensions With Westinghouse 15X15 OFA Schematic e

TABLE 2.2-1 (Continued) ,

P REACTOR TRIP SYSTEM INSTRUMENTATION TRIP SETPOINTS n

NOTATION o _ _ .

E 1+TgS

z Note 1: Overtemperature AT < AT,[Ky-K2 WS (T-T')+K 3 - - 1' where: - Extrapolated AT at DESIGN THERMAL POWER ATo l i T - Average temperature. *F i .

T' - 577.1*F (indicated Tavg at DESIGN THERMAL POWER) 1 P - Pressurizer pressure, psig P' - 2235 psig (indicated RCS nominal operating pressure)

{ ,

1+T S 3

3 3

The function generated by the lead-lag controller for T,,g dynamic compensation T yT - Ty - 33 secs, Time constants utilized in the lead-lag controller for T,,g T

2 - 4 secs.

S ,- Laplace transform operator y .

t

'I n

i

?

J. 4 o e

A)

Modified Thimble Screw With Integral Locking Cup Crimped Locking Cup ,

'~ - -

N , O\ O

/g v

c3 k Bottom o o< ~ - -

Nozzle a) Reconstitutable Bottom Nozzle Design

- _ Luk '

vg-fi gir -_

l'

[

- 5

[Mh Weld to

- __ Bottom Nozzle' b) Conventional Fuel Assembly Bottom Nozzle To Thimble Tube Connection 30TTOM NOZZLE TO THIM3LE TU3E CONNECTION

.. FIGURE 2 l 26

TABLE 2.2-1 (Continued) .

REACTOR TRIP SYSTEM INSTRUMENTATION TRIP SETPOINTS

,o NOTATION (Continued)

P Operation with 4 Loops Operation with 3 Loops 8

o - 1.135 - 0.99 K1 K1

- 0.0130 K2

- 0.01026

[

=

K2 4 K3

- 0.000659 K3 = 0.000617 and ft (aI) is a function of the indicated difference between top and bottom detectors of the power-range nuclear ion chambers; with gains to be selected based on measured instrument response during plant startup tests such that:

(i) for qt - Ab between -37 percent and +2 percent, ft (AI) - 0 (where qt and,

gb are percent DESIGN THERMAL POWER in the top and bottom halves of the core
respectively, and qt
  • 9b is total THERMAL POWER in percent of DESIGN THERMAL

, POWER). ,

[ (11) exceeds -37 percent, the AT for trip each percent setpoint shall that the magnitude be automatically of (qt -by reduced 4b)2.3 percent of its value at DESIGN THERMAL POWER. ,

(iii) 4b) exceeds +2 percent, the AT for trip each percent setpoint shall that the magnitude be automatically of (qt d by 1.8 percent of its value at reduce DESIGN THERMAL POWER. ,

?

e l

N

g  !

8 a

O.

1 f

TABLE 2.2-1 (Centinued)  :

,o REACTOR TRIP SYSTEM INSTRUENTATION TRIR SETPOINTS j

P NOTATION (Continued) g _ _

o S ,

7 Note 1: Overpower AT < AT ,[K4-K5 1+ S T-K6 (T-T")-f 2IAII3 i a where:

l m AT o = Extrapolated AT at DESIGN THERMAL POWER l f T = Average temperature, 'F ,

T" =

Indicated Tavg at DESIGN THERMAL POWER 577.1'F K4 = 1.089 l K5 = 0.0177/~F for increasing average temperature and .

O for decreasing average temperature l

~  !

.b K6 = 0.0011 for T > T"; K6 = 0 for T < T" l l

13 '

l 3

1+1 S

=

The function generated by the rate lag controller for,T g 3 dynamic compensation j T3 = Time constant utilized in the rate lag controlle for T avg 13 = 10 sec s.

S = Laplace transfonn operator i

f 2IAII =

f1 (AI) as defined in Note 1 above.

Note 3: The channel's maximum trip point shall not exceed its computed trip point by more than 4 percent. -

N '

E .

R a

  • x-

O 2.1 SAFETY LlMITS BASES 2.1.1 REACTOR CORE The restrictions of this safety limit prevent overheating of the fuel and possible cladding perforation, which would result in the release of fission products to the reactor coolant. Overheating of the fuel cladding is prevented by restricting fuel operation to within the nucleate boiling regime, where the heat transfer coefficient is large and the cladding surface temperature is slightly above the coolant saturation temperature.

Operation above the upper boundary of the nucleate boiling regime could result in excessive cladding temperatures, because of the onset of departure from nucleate boiling (DNB) and the resultant sharp reduction in the heat transfer coefficient. DNB is not a directly measurable parameter during operation and therefore, THERMAL POWER and Reactor Coolant Tempera-ture and Pressure have been related to DNB. This relation has been developed to predict the DNB flux and the location of DNB for axially uniform and non-uniform heat flux distributions. The local DNB heat flux ratio, DNBR, defined as the ratio of the heat flux that would cause DNB at a particular core location to the local heat flux, i.s indicative of the margin to DNB.

The DNB design basis is as follows: there must be at least a 95 percent probability with 95 percent confidence that DNB will not occur when the minimum DNBR is at the design DNBR limit.

In meeting this design basis, uncertainties in plant operating para-meters, nuclear and thermal parameters, and fuel fabrication parameters are considered statistically, such that there is at least a 95 percent confi-dence that the minimum DNBR for the limiting rod is greater than or equal to the applicable design DNBR limit for each fuel type (as defined below).

For 4 loop operation, the improved thermal design procedure is used. The uncertainties in the plant parameters are used to determine the plant DNBR uncertainty. This DNBR uncertainty, combined with the correlation DNBR I

limit (as defined below), establishes a design DNBR limit value, which must be met in plant safety analyses, using values of input parameters without uncertainties. For 3 loop operation, a conservative set of uncertainties l

are used in the safety analyses.

~

The table below indicates the relationship between the correlation i

limit DNBR, design limit DNBR, and the safety analysis limit DNBR values i used for this design.

l l

D.C. Cook Unit 1 B 2-1 Amendment No.

2.1 SAFETY LIMITS _

BASES 4 Loop Operation 3 Loop Operation (WRB-1 Correlation) (W-3 Correlation) (W-3 Correlation)

Exxon Westinghouse Fuel Nuclear Co. Fuel (15x15 0FA) (15x15) W and ENC Fuels Typical Thimble' Typical Thimble Typical Thimble Correlation Limit 1.17 1.17 1.30 1.30 1.30 1.30 Design Limit DNBR 1.32 1.31 1.58 1.50 1.30 1.30 Safety Analysis Limit DNBR 1.69 1.69 1.58 1.50 1.30 1.30 The curves of Figures 2.1-1 and 2.1-2 show the loci of points of THERMAL POWER, Reactor Coolant System pressure and average temperature for which the minimum DNBR is no less than the applicable design DNBR limit, or the average enthalpy at the vessel exit is equal to the enthalpy of saturated liquid.

i  !

D.C. Cook Unit 1 B 2-1(a) Amendment No.

l

i

[ '

l

~

l .

l s 9

SAFETY LIMITS BASES l

[

i N

The curves are based on an enthalpy hot channel factor Fgg, of 1.49 for

! Westinghouse fuel and an FAH of 1.45 for Exxon Nuclear Co. fuel and a reference cosine axial power shape with a peak of 1.55. An allowance is included for an increase in (H at reduced power, based on the expressions:

N (for Westinghouse fuel)

F H = 1.49 [1 + 0.3 (1-P)]

N and FAH = 1.45 [1 + 0.2 (1-P)] (for Exxon Nuclear Co. fuel) l where P is the fraction of RATED THERMAL POWER Note, do not include a 4% uncertainty value, since this measurement uncertainty has been included in the design DN8R limit values, which are l

listed in the bases for Section 2.1.1.

Although the N-loop operation curves are calculated for operation at N

DESIGN THERMAL POWER, F values for WED BERMAL POWER are aH reported here in order to be consistent with Section 3.2.3. The values of Section 3.2.3 are limited by the LOCA analyses which H

were performed at RATED THERMAL POWER.

These limiting heat flux conditions are higher than those calculated for the range of all control rods fully withdrawn to the maximum allowable control rod insertion, assuming the axial power imbalance is within the limits of the f) (AI) function of the Overtemperature trip. When the axial power imbalance is not within the tolerance, the axial power imbal-ance effect on the Overtemperature AT trips will reduce the setpoints to provide protection consistent with the core safety limits.

2.1.2 REACTOR COOLANT SYSTEM PRESSURE The restriction of this Safety Limit protects the integrity of the Reactor-Coolant System from overpressurization and thereby prevents the release of radionuclides contained in the reactor coolant from reaching the containment atmosphere.

l D.C. Cook Unit 1 B 2-2 Amendment No.

i

I l

SAFETY LIMITS l BASES The reactor pressure vessel and pressurizer are designed to Section III of the ASME Code for Nuclear Power Plant, which permits a maximum transient pressure of 110% (2735 psig) of design pressure. The Reactor Coolant System piping, valves and fittings, are designed to ANSI B 31.1 1967 Edition, which permits a maximum transient pressure of 120% (2985 psig) of component design pressure. The Safety Limit of 2735 psig is therefore consistent with the design criteria and associated code requirements.

The entire Reactor Coolant System is hydrotested at 3107 psig, 125% of design pressure, to demonstrate integrity prior to initial operation.

e 0.C. Cook Unit 1 B 2-2(a) Amendment No.

a 9

SAFETY LIMITS j l BASES l

The Power Range Negative Rate Trip provides protection for control rod drop accidents. At high power, a rod drop accident could cause local flux peaking which could cause an unconservative local DNBR to exist. The Power Range Negative Rate Trip will prevent this from occurring by tripping the re actor. No credit is taken for operation of the Power Range Negative Rate Trip for the e control rod drop accidents for which the DNBR's will be greater than the applicable design limit DNBR value for each fuel type.

Intermediate and Source Range, Nuclear Flux The Intermediate and Source Range, Nuclear Flux trips provide reactor ,

core protection during reactor startup. These trips provide redundant protection to the low setpoint trip of the Power Range, Neutron Flux channels. The Source Range Channels will initiate a reactor trip at about 10+5 counts per second, unless manually blocked when P-6 becomes active.

The Int.:iinediate Range Channels will initiate a reactor trip at a current level proportional to approximately 25 percent of RATED THERMAL POWER unless, manually blocked when P-10 becomes active. No credit was taken for operation of the trips associated with either the Intermediate or Source Range Channels in.the accident analyses; however, their functional capabil-ity at the specified trip settings is required by this specification to enhance the overall reliability of the Reactor Protection System.

Overtemoerature AT The Overtemperature AT trip provides core protection to prevent DNB for all combinations of pressure, power, coolant temperature, and axial oower distribution, provided that the transient is slow with respect to l piping transit delays from the core to the temperature detectors (about 4 t

seconds), and pressure is within the range between the High and Low Pres-sure reactor trips. This setpoint includes corrections for changes in density and heat capacity of water with temperature and dynamic compensa-tion for piping delays from the core to the loop temperature detectors.

! With normal axial power distribution, this reactor trip limit is always I

below the core safety limit as shown in Figure 2.1-1. If axial peaks are greater than design, as indicated by the difference between top and c' tom power range nuclear detectors, the reactor trip is automatically re according to t.he notations in Table 2.2-1.

j D.C. Cook Unit 1 Il 2 -[ Amencment No.

l s l l l l l

a SAFETY LIMITS BASES through the pressurizer safety valves. No credit was taken for operation of this trip in the accident analyses; however, its functional capability at the specified trip setting is required by this specification to enhance the overall reliability of the Reactor Protection System.

Loss of Flow The Loss of Flow trips provide core protection to prevent DNB in the event of a loss of one or more reactor coolant pumps.

Above 11 percent of RATED THERMAL POWER, an automatic reactor trip will occur if the flow in any two loops drops below 90% of nominal full loop flow. Above 51% (P-8) of RATED THERMAL POWER, automatic reactor trip will occur if the flow in any single loop drops below 90% of nominal full loop flow. This latter trip will prevent the minimum value of the DNBR from going below the applicable safety analysis design limit DNBR value for each fuel type, (as listed in the bases for Section 2.1.1) during normal operational transients and anticipated transients when 3 loops are in operation and the Overtemperature AT trip setpoint is adjusted to the value specified for all loops in operation. With the Overtemperature AT trip setpoint adjusted to the value specified for 3 loop operation, the P-8 trip at 76% RATED THERMAL POWER will prevent the minimum value of the DNBR from going below the applicable safety analysis design limit DNBR value for each fuel type, (as listed in the bases for Section 2.1.1) during normal operational transients and anticipated transients when 3 loops are in operation.

Steam Generator Water Level The Steam Generator Water Level Low-Low trip provides core protection by preventing operation with the steam generator water level below the minimum volume required for adequate heat removal capacity. The specified setpoint provides allowance that there will be sufficient water inventory l

in the steam generators at the time of trip, to allow for starting delays of the auxiliary feedwater system.

l Steam /Feedwater Flow Mismatch and Low Steam Generator Water Level l

The Steam /Feedwater Flow Mismatch in coincidence with a Steam Generator Low Water Level trip is not used in the transient anu accident l analyses, but is included in Table 2.2-1 to ensure the functional capa-l bility of the specified trip settings and thereby enhance the overall B 2-6 Amendment No.

l D.C. Cook Unit 1 l

l

\

3/4.1 REACTIVITY CONTROL SYSTEMS t

3/4.1.1 BORATION CONTROL SHUTDOWN MARGIN - T,,, > 200*F LIMITING CONDITION FOR OPERATION The SHUTDOWN MARGIN shall be 2.1.60% Ak/k.

l 3.1.1.1 APPLICA8ILITY: MODES 1, 2*, 3, and 4.

ACTION:

With the SHUTDOWN MARGIN < l.60% ak/k, inunediately initiate and continue l boration at > 10 gpm of 20,000 ppm boric acid solution or equivalent until the required SHUTDOWN MARGIN is rest <.W. -- . _ . ___ ,

SURVEILLANCE REQUIREMENTS The SHUTDOWN MARGIN shall be determined to be > 1.60% Ak/k:-

l 4.1.1.1.1 l' a. Within one hour after detection of an inoperable control rod (s) and at least once per 12 hours1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br /> thereafter while the rod (s) is inoperable. -If the inoperable control rod is immovable or untrippable, the above required SHUTDOWN MARGIN shall be '

i increased by an amount at least equal to the withdrawn worth of the immovable or untrippable control rod (s).

When in MODES 1 or 2,, at least once per 12 hours1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br /> by verifying b.

that control bank withdrawal is within the limir.s of Specifica-tion 3.1.3.5. .

c. When in MODE 2 ##, at least once during control red withdrawal and at least once per hour thereafter until the reactor is critical.
d. Prior to initial operation a'bove 5% RATED THERMAL POWER after each fuel loading, by consideration of the factors of a below, with the control banks at the maximum insertion limit of Specification 3.1.3.5.

=

i See Special Test Exception 3.10.1 L. .

Wi th X,ff >,1.0

..- With K,ff <1.0 3/4 1-1 Amendment No.

D. C. COOK - UNIT 1

].

1 e

,--w -, a-w-w, -

- - - ,,m - ,,c.-e,.-

Y Attachment C to AEP:NRC:0745C Non-LOCA Transients Safety Analyses

6.0 ACCIDENT ANALYSIS AND EVALUATICN 6.1 NON-LOCA INTRODUCTION AND

SUMMARY

This section evaluates the effects of the transition from the resident ENC fuel to W 15x15 0FA on the D.C. Cook Unit I licensing basis with respect to FSAR Chapter 14. Standard Westinghouse reload methodology, as described in reference (1), was used. The results of the analysis, which are presented in the following section show that the transition to W 15x 0F can be accommodated with margin to the applicable FSAR safety limits.

All of the non-LOCA transients were reanalyzed.* There are three major new design parameters for D.C. Cook I that affect the transition and use of 0FA.

1. The analysis is conservatively performed at 3425 MWt NSSS power with .

a 577.1 F vessel average temperature, even though the cycle 8 core will continue to be limited to its current-rated. parameters of 3250 MWt NSSS and 567.8*F vessel average temperaturi. This affects all of the transients that are limiting at full power.

'2. As discussed in Section 6.1 of Attachment 2, the analyses employed the Improved Thermal Design Procedure (ITDP)(2) for DNB limiting transients. Botn the W-3 and WRB-1 correlations were used (see Section 5.0 of Attachment B). A conservative set of core thermal safety limits, overtemperature AT and overpower AT setpoints we're generated that are applicable for the transitions and complete OFA core. ,

4 f

Except startup of an Inactive Loop. This transient can not occur above the P-7 setpoint (10% power) and thus was not analyzed.

l 1

l i

REACTIVITY CONTROL SYSTEMS R_0_0 DROP TIME LIMITING CONDITION FOR OPERATION 3.1.3.3 The individual full length (shutdown and control) rod drop time from the fully wtthdrawn position shall be 5 2.4 seconds from beginning of decay of stationary gripper coil voltage to dashpot entry with: l

a. T,yg > 541*F, and
b. All reactor coolant pumps operating.

APPLICABILITY: Mode 3.

ACTION:

a. With the drop time of any full length rod determinad to exceed the above limit, restore the rod drop time to within the above limit prior to proceeding to MODE 1 or 2.
b. With the rod drop times within limits but determined with 3 reactor coolant pumps operating, operation may proceed provided THERMAL POWER is restricted to 5 76 percent of RATED THERMAL POWER.

SURVEILLANCE REOUIREMENTS 4.1.3.3 The rod drop time of full length rods shall be demonstrated through measurement prior to reactor criticality:

a. For all rods following each removal of the reactor vessel head,
b. For specifically affected individual rods following any maintenance on or modification to the control rod drive system l which could affect the drop time of those specific reds, and
c. At least once per 18 months.

3/4 1-21

~

0. C. CC0K-UNIT 1 Amendment No.

l , . _ _ . - . .. _ _-

(Fully Withdrawn) [ ,

~

2 2 8 ~.ue.gg.n.;=pgg. -..j . gjg_:qgisi: Jj .. 4

. ._ : =-

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200 =::=> fa= BANK '~'

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x e=-

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150  !

z O 4/  : =.-t = r m

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v, . .

2 i/

o. / == BANK D i.a -

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100- <

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& -f L3 8

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=[

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l 50 , 1

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FIGURE 3.1-1 R0D GROUP INSERTION LIMITS VERSUS THERtMi. POWER 3 LOOP OPERATION u

D. C. COOK-UNIT 1 Amendment No.

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FIGURE 3.1-2 R0D GROUP INSERTION LIMITS VERSUS THERMAL POWER 4 LOOP OPERATION l D. C. Cook - Unit 1 3/4 1-25 AMENDMENT NO.

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3. The sontrol rod scram time to the dashpot is increased (as discussed in Section 3.0 of Attachment B) from 1.8 seconds to 2.4 seconds. This increased drop time primarily affects the fast reactivity transients but was used in all of the analysis requiring this parameter.

Also included in the analysis were fuel temperatures based on the revised PAD code and +5 pcm/*F moderator coefficient.

Table 1 l'.sts the accidents that were necessary to reanalyze due to the above design parameters. Table 1 also lists transients that were analyzed in accor-dance with reference (1) for reasons other than those discussed above (i.e.,

change in key safety parameters). In addition, steamline break statepoints were generated to use in the key safety parameter evaluation for the steam-line break event and are reported in Section 5.3.11.

6.2 ACCIDENT REANALYZED 6.2.0 General The reanalyzed accidents were performed using current Westinghouse methodology and computer codes. Table 2 summarizes the initial conditions and computer codes used in the analysis. For most accidents which are DNB limited, nominal values of initial conditions and the minimum measured flow (364,900 gpm) are assumed. The allowances on power, temperature and pressure determined on a statistical basis are included in the limit DNBR as described in Section 5.0 of Attachment B.

For accidents that are not DNB limited or in which ITDP is not employed, the initial conditions are obtained by adding the maximum steady state errors to rated values. The following steady state errors are considered:

A. Core Power + 2 F calorimetric error allowance j

B. Average RCS Temperaturt + 4 F controller deadband and measurement error allowance

! 2 l

l

C. Pressurizer Pressure  : 30 psi - steady state fluctuations and measurement error allowance D. Reactor F1ow Thermal Design Flow (354,000 gpm)

Reactor Protection Setpoints and response times used are listed in FSAR Chapter 14.1 and the Technical Specifications with the exception of the over-temperature T (OTAT) and overpower T (OPAT) setpoints. New OTAT and OPAT setpoints were calculated for the design basis based on the core thermal limits u:ing the methodology described in reference 3. The results are included in the proposed Technical Specification changes of Section 7.0 of Attachment B.

6.2.1 Comouter Codes Utilized Summaries of some of the principal computer codes used in the transient analyses are given below. .

FACTRAN FACTRAN calculates the transient temperature distribution in a cross-section of a metal clad UO 2 fuel r d and the transient heat flux at the surface of

'the clad usinc.as input the nuclear power and the time-dependent coolant para-meters (pressure, flow, temperature, and density). The code uses a fuel model which simultaneously exhibits the following features:

A. A sufficiently large number of radial space increments to handle fast transients such as rod ejection accidents.

-B . Material properties which are functions of temperature and a sophisticated fuel-to-clad gap heat transfer calculation.

C. The necessary calculations to handle post-departure from nucleate boiling (DNB) transients: film boiling heat transfer correlations, Zircaloy-water reaction, and partial melting of the materials.

3

. l

.c.

FACTRAN is furtner ciscussec in Reference 4.

LOFTRAN The LOFTRAN program is used for transient respense studies of a pressurized water reactor (PWR) system to specified perturbations in process parameters.

LOFTRAN simulates a multiloop system by a model containing the reactor vessel, hot and cold leg piping, steam generators (tube and shell sides), and the pressurizer. The pressurizer heaters, spray, relief, and safety valves are also considered in the program. Point model neutron kinetics, and reactivity effects of the moderator, fuel, boron, and rods are included. The secondary side of the steam generator utilizes a homogeneous, saturated mixture for the thermal transients and a water ' level correlation for indication and control.

The reactor protection system is simulated to include reactor trips on high neutron . flux, overtemperature AT, overpower AT, high and low pressure, low flow, and high pressurizer level. Control systems are also simulated including rod control, steam dump, feedwater control, and pressurizer pressure control. The ECCS, including the accumulators, is also modeled.

^

LOFTRAN also has the capability of calculating the transient value of DNBR based on the input from the core limits. The core limits represent the mini-mum value of DMBR as calculated for typical or thimble cell.

LOFTRAN is,further discussed in Reference 5.

LEOPARD The LEOPARD computer program determines fast and thermal neutron spectra, using only basic geometry and temperature cata. The code optionally computes

' fuel depletion effects for a dimension'less reactor and recomputes the spectra before each discrete burnup step.

LEOPARD is further described in Reference 6.

4

n-

?

TURTLE TURTLE is a two group, two-dimensional neutron diffusion coce, featuring a direct treatment of the nonlinear effects of xenon, e,1thalpy, and Doppler feedback. Fuel depletion is allowed.

TURTLE was written for the study of azimuthal xenon oscillations. However, the code is useful for general analysis. The input is simple, fuel management i is handled directly, and a boron criticality search is allowed.

TURTLE is further described in Reference 7.

TWINKLE The TWINKLE program is a multi-dimensional spatial neutron kinetics code, which was patterned after steady-state codes presently used for reactor core design. The code uses an implicit finite-difference method to solve the .

two group transient neutron diffusion equations in one, two, and three dimen-siens. The code uses six delayed neutron groups and contains a detailed multi-region fuel-clad-coolant heat transfer model'for calculating pointwise

! Doppler and moderator feedback effects. The code handles up to 2000 spatial points and performs its own steady-state initialization. Aside from basic l cross-section data and thermai-hydraulic parameters, the code accepts as input basic driving functions such as inlet temperature, pressure, ficw, boron con-centration, control rod motion, and others. Various edits are provided; e.g.,

channelwise power, axial offset, enthalpy, volumetric surge, pointwise power, and fuel temperatures. ,

The TWINKLE code is used to prsdict the kinetic behavior of a reactor for transients which cause a major perturbation in the spatial neutron flux dis-tribution.

l TWINKLE is further described in Reference 8.

5

o-l THINC The THINC -IV computer program, as approved by the NRC is used to cetermine cociantdensitiy,massvelocity,enthalpy,vaporvoid,staticpressure,and DNBR distributions along parallel flow channels within a reactor core under all expected operating conditions. The THINC-IV Code is described in detail in References 13 and 14, including models and correlations u' sed.

6.3.0 Reanalyzed Accident Descriotions The following sections c'ontain the detailed descriptions of the reanalyzed accidents. In all cases the applicable FSAR acceptance criteria are satisfied.

6.3.1 Uncontrolled RCOS Withdrawal From A Suberitical Condition A control rod assembly withdrawal incident when the reactor is subcritical results in an uncentrolled addition of reactivity leading to a power excursion (Section 14.1.1 of the FSAR). The nuclear power response is characterized by a very fast rise terminated by the reactivity feedback of the negative fuel temperature coefficient. The power excursion caus6s a heatup of the moderator and fuel.

! Method of Analysis The analysis of the uncontrolled RCCA bank withdrawal from subcritical acci-dent is performed in three states: first an average core nuclear power tran-sient calculation, then an average core heat transfer calculation, and finally the departure from nucleate boiling ratio (DNBR) calculation. The average core nuclear calculation is performed using spatial neutron kinetics methods

-(TWINKLE) to determine the average power generation with time including the various total core feedcack effects, i.e., Doppler reactivity and moderator reactivity. The average heat flux and temperature transients are determined by performing a fuel rod transient heat transfer calculation in FACTRAN. The average heat flux is next used in THINC for transient DNBR calculation.

I I

The accident is analyzed using the Improvec Thermal Design Procedure with the initial conditions listed in Table 2. Tha analysis was performed for a reactivity insertion rate of 75pcm"/sec. This reactivity insertion rate assumed is greater than that for the simultaneous withdrawal of the combination of the two sequential control banks having the greatest combined worth at maximum speed (45 inches / minute). A constant moderator temperature coefficient of +5 pcm/*F was used in the analysis.

Results and Conclusions The nuclear power, coolant temperature, heat flux, fuel average temperature, and clad temperature versus time for a 75 pcm/sec insertion rate are shown in Figures 1 and 2. This insertion rate, coupled with a positive moderator temperature coefficient of +5 pcm/"F, yields a peak heat flux which does not exceed the nominal value. Therefore the conclusions presented in the FSAR a.e still applicable. .

6.3.2 Uncontrolled Control Rod Assembly Withdrawal At power Introduction An uncontrolled control rod assembly withdrawal at power produces a mismatch

, in steam flow.and core power, resulting in an increase in reactor coolant temperatur;e. ' A discussion of this incident is presented in Section 14.1.2 of the FSAR.

Method of Analysis This transient is analyzed by the LOFTRAN code. The core limits as illustra-ted in Figure 3 are used as input to LOFTRAN to determine the minimum DNER during the transient.

I pcm = 10 -5 ak/k 7

This acticent is analyzed with the improved thermal cesign procedure descritec in Reference 2. Plant characteristics and initial conditions are listec in Table 2. For an uncontrolled rod withdrawal at power accident, the following conservative assumptions are made:

4 A. Initial reactor power, pressure, and RCS temperatures are assuhed to be at their nominal values. Uncertainties in initial conditions are included ~in the limit DNBR as described in Section 5.0 of Attachment-B.

B. Reactivity coefficients - two cases are analyzed: _

1. Minimum Reactivity Feedback. A +5 pcm/*F moderator temperature coefficient of reactivity and at least negative Doppler only power coefficient (see Table 2) are assumed.
2. Maximum Reactivity Feedback. A conservatively large negative modera-tor temperature coefficient and a most negative Doppler only power coefficients (See Table 2) are assumed.

C. The reactor trip on high neutron flux is assumsd te be actuated at a con-servative value of 118 percent of nominal full power. The AT trips include all adverse instrumentation and setpoint errors, while the delays for the trip signal actuation are assumed at their_ maximum values.

D. The .RCCA' trip insertion characteristic is based on the assumption that the highest worth assembly is stuck in its fully withdrawn position.

E. The maximum positive reactivity insertion rate is greater than that for the simultaneous withdrawal of the combinations of the two control banks

-havingthemaxir$umcombinedworthatmaximumspeed.

Results .

1 Figures 4 through 6 show the transient response for a rapid RCCA withdrawal incident starting from full power. Reactor trip on high neutron flux occurs ,

8 i l

. s d'

~

shortly after the start of the accident. Since this is rapid with respect to the thermal time constants 'of the plant, small changes in T,y and pressure result and margin to CNB is maintained.

The transient response for a slow RCCA withdrawal from full power is shown in Figures 7 through 9. Reactor trip on overtemperature AT occurs after a longer period and the rise in temperature and' pressure is consequently larger than for rapid RCCA withdrawal. Again, the minimum DNBR is greater than the limit value.

Figure 10 shows the minimum DNBR as.a function of reactivity insertion rate from initial full power operation for minimum and maximum reactivity feed-back. It can be seen that two reactor trip channels provide protection over the whole range of reactivity insertion rates. These are the high neutron flux and overtemperature AT channels. The minimum DNBR is always greater than the limit value.

Figures 11 and 12 show the minimum DNBR as a function of reactivity insertion rate for RCCA withdrawal incidents starting at 60 and 10 percent power respectively. The results are similar to the 100 percent power case, except

.as the initial power is decreased, the range over which the overtemperature AT trip is effective is inc'reased. In neither case does the DNBR fall below

.the limit valLe. ,

The snape of the curves of minimum DNBR versus reactivity insertion rate in the referenced figures is due~both te reactor core and coolant system transi-

~

~

ent response and to protection system action in initiating a reactor trip.

i Conclusions .'

The hi'ghIneutron flux and overtemperature AT trip channels provide adequate protection over t$e,en' tire range of possible reactivity insertion rates, i.e.,

the minimum value 'of DNBR is always larger than the limit value for all fuel i types.

I

~

i 9 ,' i

6.3.3 Rec Cluster Ccr.:rel Assembly Misalignment Rod cluster control assembly misalignment accidents include:

A. A dropped RCCA -

B. A dropped RCCA bank C. Statically misaligned RCCA Each RCCA has a position' indicator channel which displays position of the assembly. The displays of assembly positions are grouped for the operator's convenience. Fully inserted assemblies are further indicated by rod bottom light. Group demand position is also indicated.

RCCAs are always moved in preselected banks, and the banks are always moved in the same preselected sequence. Each bank of RCCAs is divided into two groups of four mechanisms each, except control bank D which is divided into two groups of two. The rods comprising a group operate in parallel through multi-plexing thyristors. The two groups in a be.nk move

  • sequentially such that the first group is always within one step of the second group in the bank. A definite schedule of actuation (or deactuation of the secondary gripper, mov-able gripper, and lift coils of a mechanism) is required to withdraw the RCCA attached to the mechanism. Since the stationary gripper, movable gripper, and lift coils associated with the four RCCAs of a rod group are driven in paral-lei, any. single failure which would cause rod withdrawal would affect a mini-mum of one group. Mechanical failures are in the direction of insertion, or

! immobility.

1 dropped RCCA or RCCA bank is detected by:

1 A. Sudden drop in the core power level as seen by the nuclear instrumentation system; l

i 10

m l

I B. Asymmetric power cistribution as seen on out-of-core neutron detectors or core exit thermocouples; C. Rod at bottom signal; D. Rod deviation alarm; E. Rod position indication.

Misaligned RCCA are detected by:

A. Asymmetric power distribution as seen on out-of-core neutron detectors or core exit thermocouples; B. Rod deviation alarm; C. Rod position indicators. .

The resolution of the rod position tadicAtor channel is +5 percent (+7.2 inches of span). Deviation of any assembly from its group by twice this dis-tance will not cause power distributions worse than the design limits. The deviation alarm alerts the operator to rod deviation before it can exceed ten

-(10) percent of span. If the rod deviation alarm is not operable, the t

operator 1s required to take action as required by the Technical i

Specifications.

l Analysis of Effects and Consecuences l

Dropped RCCA's dropped RCCA ban ^k, and statically misaligned RCCA.

l l

11

Method of Analysis

a. One or more dropped RCCAs from the same group.

For evaluation of the dropped RCCA event, the transient system respense is calculated using the LOFTRAN code. The code simulates the neutron kine-tics, Reactor Coolant System, pressurizer, pressurizer relief and safety valves, pressurizer spray, steam generator, and steam generator safety valves. The code computes pertinent plant variables including tempera- ,

tures, pressures, and power level. .

Statepoints are calculated and nuclear models are used to obtain a hot channel factor consistent with the primary system conditions and reactor power. By incorporating the primary conditions from the transient and the hot channel factor from the nuclear analysis, the DNB design basis is -

shown to be met using the THINC code. The transient response, nuclear peaking factor analysis, and DNB design basis confirmation are performed in accordance with the methodology described in Reference 9.

4

b. Statically Misaligned RCCA Steady state power distributions are analyzed using the methodology described in Reference 9. The peaking factors are then used as input to the THINC code to calculate the DNBR.

l Results

a. One or more Oropped RCCAs Single or multiple dropped RCCAs within the same group result in a nega-tive reactivity insertion which may be detected by the power range nega-tive neutron flux rate trip circuitry. If detected, the reactor is tripped within approximately 2.5 seconds following the drop of the RCCAs.

The core is not adversely affected during this period, since power is l

12

decreasing rapidly. Following reactor trip, normal snutcown procedures are followed. The operator may manually retrieve the RCCA by following approved operating procedures.

For those dropped RCCAs which do not result in a reactor trip, power may be reestablished either by reactivity feedback or control bank with-drawal. Following a dropped rod event in manual rod control, the plant will establish a new equilibrium condition. The equilibrium process without control system interaction is monotonic, thus removing power over-shoot as a concern, and establishing the automatic rod control mode of operation as the limiting case.

For a dropped RCCA event in the automatic rod control mode, the Rod Con-trol System detects the drop in power and initiates control bank with-drawal. Power overshoot may occur due to this action by the automatic rod controller after which the control system will insert the control bank to restore nominal power. Figure 13 shows a typical transient response.to a dropped RCCA (or RCCAs) in automatic control. Uncertainties in the initial condition are included in the DNB evaluation as described in Referer.ce 9. In all cases, the minimum DNBR r'emains above the limit value.

b. Dropped RCCA Bank A dropped RCCA bank typically results in a reactivity insertion greater than 500 pcm which will be detected by the power range negative neutron flux rate trip circuitry. The reactor is tripped within approximately 2.5 seconds following the drop of a RCCA Bank. The core is not adversely affected during this period, since power is decreasing rapidly. Following reactor trip, normal shutdown procedures are followec to further cool down

- the plant. Any action required of the operator to maintain the plant in a l stabilized condition will be in a time frame in excess of ten minutes l following the incident.

i l

I 13

c. Statically Misaligned RCCA -

The most severe misalignment situations with respect to DNER at signi-ficant power levels arise from cases in which one RCCA is fully inser-ted, or where bank D is' fully inserted with one RCCA fully withdrawn.

Multiple independent alarms, including a bank insertion limit alarm, alert the operator well before the postulated conditions are approached. The bank can be inserted to its insertion limit with any one assembly fully withdrawn without the DNBR falling below the limit value.

The insertion limits in the Technical Specifications may vary from time to time depending on a number of limiting criteria. It is preferable, therefore, to analyze the misaligned RCCA case at full power for a position of the control bank as deeply inserted as the criteria on minimum DNBR and power peaking factor will allow. The full power insertion limits on control bank D must then be chosen to be above that position and will usually be dictated by other criteria. Deta!1ed results will vary fr.om cycle to cycle depending on fuel arrangements.

For this RCCA misalignment, with bank D inserted to its full insertion limit and one RCCA fully withdrawn, DNBR does not fall below the limit value. This case is analyzed assuming the initial reactor power, pressure, and RCS temperaturas are at their nominal values including uncertainties (as given in Table 2) but with the increased radial peaking factor associated with the misaligned RCCA.

DNB calculations have not been performed specifically for RCCAs missing from other banks; however, power shape calculations have been done as required for RCGA ejection. analysis. Inspection of the power shapes snows that the DNB and peak kw/ft situation is less severe than the bank D case discussed above assuming insertion limits on the other banks equivalent to a bank D full-in insertion limit.

14

For RCCA misalionments with one RCCA fully inserted, the DNER coes not fall below the limit value. 'This case is analyzed assuming the initial reactor pcwer, pressure, and RCS temperatures are at their nominal values, including uncertainties (as given in Table 2) but With the increased radial peaking factor associated with the misaligned RCCA.

DNB does not occur for the RCCA misalignment incident and thus the ability of the primary coolant to remove heat from the fuel rod is not reduced.

The peak fuel temperature corresponds to a linear heat generation rate bcsed on the radial peaking factor penalty associated with the misaligned RCCA and the design ' axial power distribution. The resulting linear heat generation is well below that which would cause fuel melting.

~

Following the identification of a RCCA gro'up misalignment condition by the operator, the operator is required to take action as required by the plant Technical Specifications and operating instructions.

6.3.4 Chemical and Volume Control System Malfunction -

Reactivity can be added to the core by feeding primary grade water into the Reactor Coolant System via the reactor makeup portion of the chemical and volume control system. The normal dilution procedures call for a limit on the rate and magnitude for any indiv dual dilution, under strict administrative -

controls. . Bcron dilution is a manual operation. A boric acid blend system is provided to permit the operator to match the boron concentration of reactor coolant makeup water during normal charging to that in the Reactor Coolant System. The Chemical and Volume Control System (CVCS) is designed to limit, even under various postulated failure modes, the ' potential rate of dilution to a value which, after indication through alarms and instrumentation, provides the operator sufficient time to correct the situation in a safe and orderly manner.

The opening of the Primary Water Makeup Control Valve provides the only supply of makeup water to the Reactor Coolant System which can dilute the reactor coolant. Inadvertent dilution can be readily terminated by closing this 15

- . _ _ _ = . . .-- - .- ,

valve. In order for makeup water to be adced to tne Reactor Coolant System, at least one charging pump must also be running in addition to the primary water pumps.

The rate of addition of unterated water makeup to the Reactor Coolant system is limited by the capacity of the primary water pumps. The maximum addition rate in this case is 225 gpm with both primary water pumps running. The 225 gpm reactor makeup water delivery rate is based on a pressure drop calculation comparing the pump curves with the system resistance curve. This is the maximum delivery based on the unit piping layout. Normally, only one primary water supply pump is operating while the other is on standby. l The boric acid from the boric acid tank is blended with primary grade water in the blende'r and the composition is determined by the preset flow rates of -

boric acid and primary grade water on the control board.

l In order to dilute, two separate operations are required. First, the operator l must switch from the automatic makeup mode to the dilute mode; second, the start button must be dapressed. Omitting either step would prevent dilution.

This makes the possibility of inadvertent dilution very remote.

Information on the status of reactor coolant makeup is continuously available to the operator. Lights are provided on the control board to indicate the operating condition of pumps in the Chemical and Volume Control System.

Alarms are actuated to warn the operator if boric acid or demineralized water flow rates deviate from preset values as a result of system malfunction.

To cover all phases of the plant operation, baron dilution during refueling, startup, and power operation were examined. In all cases, the conclusion presented in FSAR Section 14.1.5 remai'ns applicable. That is, sufficient time is available for the operator to take corrective action.

16

~.

3/4.1 REACTIVITY CONTROL SYSTEMS BASES 3/4.1.1 BORATION CONTROL 3/4.1.1.1 and 3/4.1.1.2 SHUTDOWN MARGIN A sufficient SHUTDOWN MARGIN ensures that 1) the reactor can be made suberitical from all operating conditions, 2) the reactivity transients ass'ociated with postulated accident conditions are controllable within acceptable limits, and 3) the reactor will be maintained sufficiently suberitical to preclude inadvertent criticality in the shutdown condition.

SHUTDOWN MARGIN requirements vary throughout core life as a function of fuel depletion, RCS boron concentration, and RCS T . The most restrictive condition occurs at E0L. with T at no TUd operating temperature, and is associated with a postuidad staan line break accident

, and resulting uncontrolled RCS cooldown. In the analysis of this accident, a minimum SHUTDOWN MARGIN of 1.60%Ak/k is initially required to control l i _.

the reactivity transient. Accorcingly, the SHUTDOWN MARGIN requirement is based upon this limiting condition and is consistant with FSAR accident analysis assumptions. With 7 <35C'F, the reactivity transients resulting from a postulated sIUm line break cocidown are minimal and a 1% ak/k shutdown margin provides adequata protection.

3 /4.1.1.3 BOR0ff DILUTION * *

' A minimum flow rata of at least 3000 GpM provides adequata mixing .

prevents stratification and ensures that reactivity changes will be gradual during boron concentrstion reduc.tions in the Reactor Coolant System. A flow rate of at least 3000 GpM will circulata an equivalent Reactor Coolant System volume of 12,612 1 100 cubic feet in approximately 30 minutes. The reactivity change rata associated with bormn reductions t

will therefore be within the capability for operator recognition and contro1.

3/4.1.1.4 MODERATOR TEMPERATURE COEFFICIENT (MTC) i The limitations on MTC are provided to ensure that the assumptions used in the accident and transient analyses remain valid through each

( L fuel cycle. The surveillance requirement for measurement of the MTC at the beginning, and near the end of each fuel cycle is adequata to confirm the MTC valve since this coefficient changes slowly due

, D. C. COOK-UNIT 1 S 3/4 l-1 Amendment No.

l

l l

l 6.3.5 Loss Of Reactor Cooiant Flow (Includino Locked Rotor Analysis)

A loss of forced reactor coolant flow may result from a simultaneous loss of electrical supplies to all reactor coolant pumps. If the reactor is at power at the time of the accident, the immediate effect of loss of coolant flow is a rapid increase in the coolant temperature which is magnified by the positive MTC. This increase could result in DNB with subsequent fuel damage if the reactor were not tripped promptly. The trip systems available to mitigate the consequence of this accident are discussed in the FSAR.

Simultaneous loss of ele'ctrical power to all reactor coolant pumps at full power is the most severe credible loss of flow condition. For this condition reactor trip together with flow sustained by the inertia of the coolant and rotating pump parts will be sufficient to prevent RCS overpressurization and the DNB ratio 'from exceeding the limit values.

Method of Analysis .

The following loss of flow cases are analyzed:

1. Loss of four pumps from nominal full power conditions with four loops operating.
2. Loss of one pump from nominal full power conditions with four loops operating.

The normal power supplies for the pumps are four buses connected to the gene-rator. Each bus supplies power to one pump. When a generator trip occurs, the pumps are automatically transferred to a bus supplied from external power lines, and the pumps will continue to supply coolant flow the the core. The simultaneous loss of power to all reactor coolant pumps is a highly unlikely event. Since each pump is on a separate bus, a single bus fault would not result in the loss of more than one pump.

17

A full plant simulation is used in the analysis to compute the core average i and hot spot heat flux transient responses, including flow coastdown, tempera-ture, reactivity and control rod insertion effects.

These data are then used in'a detailed thermal-hydraulic computation to com-pute the margin to DNB using ITDP. This computation solves the continuity, momentum and energy equations of fluid flow together with the appropriate DNB correlation, W-3 or WRB-1.

Uncertainties in initial conditions are included in the limit DNBR as described in Section 5.0 of Attachment B. The initial conditions used are listed in Table 2.

This transient is analyzed by three digital computer codes. First the LOFTRAN code is used to calculate the loop and core flow during the transient, the time of reactor trip based on the calculated flows, the nuclear power transi-ent, and the primary system pressure and temperature transients. The FACTRAN code is then used to calculate the heat flux' transient based on the nuclear power and flow from LOFTRAN.

Finally, the THINC code is used to calculate the DNBR during the transient based on the heat flux from FACTRAN and flow from LOFTRAN. The DNBR transi-

.ents presented, represent the minimum of the typical or thimble cell for each type of fu,el.

Results

- Figures 15 through 18 show the transient response for the loss of power to all RCPs with four loops.in operation. The reactor is assumed to be tripped on undervoltage signal. Figure 18 shows the DNBR to be always greater than the limit value for the most limiting fuel assembly cell.

Figures 19 through 22 show the transient response for the loss of one RCP with four loop operation. The reactor is assumed to be tripped on low flow signal. Figure 22 shows the DNBR to be always greater than the limit value for the most limit 1ng fuel assembly cell.

I8

1 Since DNE does not occur, the ability of the primary coolant to remove heat from the 'uel rod is not significantly recuced. Thus, the average fuel and ,

clad temperature do net increase significantly above their respective initial values. -

Conclusions The analysis shows that the DNBR will not decrease below the limit value at any time during the transient. Thus, no fuel or clad damage is predicted, and all applicable acceptance criteria are met.

Locked Rotor Accident A transient analysis has been performed' for the instantaneous seizure of a reactor coolan't pump rotor. A description of this accident is found in the FSAR Section 14.1.6. Only one locked rotor occurring with four loops operating was analyzed. The initial conditions are listed in Table 2. .

Method of Analysis .

Two digital-computer codes are used to analyze this transient. The LOFTRAN code is used to calculate the resulting loop and core flow transients following the cump seizure, the time of reactor trip based on the loop flow transients, the nuclear power following reactor trip, and to determine the peak pressure. The thermal behavior of the fuel located at the core hot spot i is inve'stigated using the FACTRAN code, using the core flow and the nuclear power . calculated by LOFTRAN. The FACTRAN code includes the use of a film

bolling heat transfer coefficient.

l t .

. Evaluation of the pressure Transient After pump seizure, the neutron flux is rapidly reduced by control rod insertion. Rod motion begins 1 second after the flow in the affected loop reaches 87 percent of nominal flow. No credit is taken for the pressure reducing effect of the pressurizer relief valves, pressurizer spray, steam dump or controlled feedwater flow after plant trip.

19

3.4.2 POWER DISTRIBUTION LIMITS AXIAL FLUX DIFFERENCE ~(AFD)

LIMITING CONDITION FOR OPERATION 3.2.1 The indicated AXIAL FLUX DIFFERENCE (AFD) shall be maintained within the target band (15% or 13% flux difference units) about a target l flux difference.

APPLICABILITY: MODE 1 above 50% RATED THERMAL POWER

  • ACTION:

A. With the indicated AXIAL FLUX DIFFERENCE outside of the target -l band about the target flux difference and with THERMAL POWER:

1. Above 90% or 0.9 x APL** (whichever is less) of RATED THERMAL POWER, within 15 minutes:

a) Either restore the indicated AFD to within the target band limits, or b) Reduce THERMAL POWER to less than 90% or 0.9 x APL (whichever is less) of RATED THERMAL POWER.

2. Between 50% and 90*." or 0.9 x APL (whichever is less) of RATED THERMAL POWER:

a) POWER OPERATION may continue provided:

1) The indicated AFD has noT. been outside of the target .l band for more than i hour penalty deviation cumulative during the previous 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br />, and
2) The indicated AFD is within the limits shown on Figure 3.2-1. Otherwise, reduce THERMAL POWER to less than 50% of RATED THERMAL POWER within 30 minutes and reduce the Power. Range Neutron Flux-High Trip Setpoints to < 55% of RATED THERMAL POWER within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.

b) Surveillance thsting of the Power Range Neutron Flux Channels may be performed pursuant to Specification 4.3.1.1.1 provided the indicated AFD is maintained within l the limits of Figure 3.2-1. A total of 16 hours1.851852e-4 days <br />0.00444 hours <br />2.645503e-5 weeks <br />6.088e-6 months <br /> i operation may be accumulated with the AFD outside of the l target band during this testing without penalty deviation.

"See Special Test Exception 3.10.2 I **APL is the Allowable Power Level defined in Specification 3.2.6.

D. C. COOK-UNIT 1 374 2-l~ Amendment No. 61 g_ . _ _ _ _ _ _

~.

Altnough these operaticn are expected to occur and would result in a lower peak RCS pressure, and additional cegree of conservatism is provided by ignoring their effect.

The pressuri:er safety valves are full open at 2575 psia.

Evaluation. of DNB in the Core During the Accident For this accident, DNB is assumed to occur in the core, and therefore an evaluation of the consequences with respect to fuel rod thermal transients is performed. Results obtained from analysis of this " hot spot" condition represent the upper limit with respect to clad temperature and zirconium water reaction.

In the evaluation, the rod power at the hot spot is assumed to be 3.0 times the average rod power (i.e. , gF = 3.0) at the initial core power level.

Film Boiling Coefficient The film boiling coefficient is calculated in the FACTRAN code using the Bishop-Sandberg-Tong film boiling correlation. The fluid properties are evaluated at film temperatures-(average between wall and bulk temperatures).

The program calculates the film coefficient at every time step based upon the actual heat transfer conditions at the time. The neutron flux, system pressure, buik density, and mass flow rate as a function of time are used as program input.

For this analysis, the initial values of the pressure and the bulk density are used throughout the. transient since they are the most conservative with respect to clad temperature response. For conservatism, DNS was assumed to start at the beginning of the accident.

n 20

~.

Fuel Clad Gap Coefficient The magnitude and time dependence of the heat transfer coefficient between fuel and clad (gap coefficient) has a pronounced influence on the thermal results. The larger the value of the gap coefficient, the more heat is transferred between pellet and clad. Based on investigations on the effect of the gap coefficient upon the maximum clad temperature during the transient, the gap coefficient was assumed to increase from a steady state value 2

consistent with initial fuel temperature to 10,000 BTU /hr-ft - F at the initiation of the transient. Thus the large amount of energy stored in the fuel because of the small initial value is released to the clad at the initiation of the transient.

The zirconium-steam reaction is calculated using the methodology described in Section 14.1.6 of the FSAR.

Results The transient results for the locked rotor accident are shown in Figures 23 through 26. The peak RCS pressure (2587 psia) reached during the transient is less than that which would cause stresses to exceed the faulted condition stress limits. Also, the peak clad surface temperature (1983*F) is considerably less than 2700 F.

i For the most limiting fuel assembly, less than three percent (3%) of the rods reach a DNBR value less than the appropriate minimum value.

Conclusions A. Since the peak RCS pressure reached during any of the transients is less than that which would cause stresses to exceed the faulted conditions stress limits, the integrity of the primary coolant system is not endangered.

21  ;

l 1

POWER DISTRIBUTION i.IMITS I

LIMITING CONDITION FOR OPERATION (Continued) l c) Surveillance testing of the APDMS may be performed pursuant to Specification 4.3.3.6.1 provided the indicated AFD is maintained within the limits of Figure 3.2-1. A total of 6 hours6.944444e-5 days <br />0.00167 hours <br />9.920635e-6 weeks <br />2.283e-6 months <br /> of operation may be accumulated with the AFD outside of the target band during this testing without penalty deviation.

b. THERMAL POWER shall not be increased above 90% or 0.9 x APL i (whichever is less) of RATED THERMAL POWER unless the indicated i AFD is within the target band and ACTION 2.a) 1), above has been I sati sfied.
c. THERMAL POWER shall not be increased above 50% of RATED THERMAL POWER unless the indicated AFD has not been outside of the target [

band for more than I hour penalty deviation cumulative during the J previous 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br />,

d. During power reduc +1ons using control rods, the reporting requirements of Specifications 6.9.1.9 shall not apply provided the action items above are satisfied.

SURVEILLANCE REQUIREMENTS 4.2.1.1 The indicated AX1AL FLUX OIFFERENCE shall be aeterminec to be within its limits during POWER OPERATION above 15% of RATED THERMAL POWER by:

a. Monitoring the indicated AFD for each OPERABLE excore channel:
1. At least once per 7 days when the AFD Monitor Alarm is OPERABLE, and
2. At least once per hour for the first 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br /> after restoring

. the AFD Monitor Alarm to OPERABLE status.

b. Monitoring and logging the indicated AXIAL FLUX DIFFERENCE for each OPERABLE excore channel at least once per hour for the first 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br /> and at least once per 30 minutes thereafter, when the AXIAL FLUX DIFFERENCE Monitor Alarm is inoperable. The logged

! values of the indicated AXIAL FLUX OIFFERENCE shall be assumed to l exist during the interval preceding each logging.

D. C. COOK-UNIT 1 3/4 2-2 Amendment No. 61

B. Since the peak clac surface temperature calculated for the not spot durir.g the worst transient remains considerably less than 2700 F, the core will remain in place and intact with no loss of core cooling capability.

6.3.6 Loss of External Electrical Load The loss of external electrical load may result from an abnormal variation in network frequency or other adverse network operating conditions. It may also result from a trip of the turbine generator or in an unlikely opening of the main breaker from the generator which fails to cause a turbine trip but causes a rapid large NSSS load reduction by the action of the turbine control. A further discussion is found in FSAR Section 14.1.8.

Method of Analysis The loss of load transients are analyzed by employing the detailed digital computer program LOFTRAN. The program simulates the neutron kinetics, RCS, pressurizer, pressurizer relief and safety valves, pressurizer spray, steam generator, and steam generator safety valves. The program computes pertinent plant variables including temperatures, pressures, and power level.

This accident is analyzed with the improved thermal design procedures. Plant characteristics and initial conditions are listed in Table 2.

Major assumptions are summarized below:

A. Initial Operating Conditions - initial reactor power, pressure, and RCS temperatures are assumed to be at their nominal values. Uncertainties in initial conditions are included in the limit departure from nucleate boiling ratio (DNER) as described 'in Section 5.0 of Attachment B.

B. Moderator and Doppler Coefficients of Reactivity - the loss of load is analyzed with both maximum and minimum reactivity feedback. The maximum feedback case assume a large negative moderator temperature coefficient and the most negative Doppler power coefficient. The minimum feedback cases assume a +5 pcm/*F MTC and the least negative Doppler coefficients.

22

POWER OISTRIBUTION LIMITS SURVEILLANCE REQUIREMENTS (Continued) 4.2.1.2 The indicated AFD shall be considered outside of its target band -]

when at least 2 of 4 or 2 of 3 OPERABLE excore channels are indicating the AFD to be outside the target band. Penalty deviation outside of the target band shall be accumulated on a tims basis of: ,!

a. A penalty deviation of one minute for each one minute of POWER OPERATION outside of the target band at THERMAL POWER levels equal to or above 50% of RATED THERMAL POWER, and
b. A penalty deviation of one-half minute for each one minute of POWER OPERATION outside of the target band at THERMAL POWER levels between 15% and 50% ofRATED THERMAL POWER.

4.2.1.3 The target axial flux differ.ence of each OPERABLE excore channel shall be determined in conjunction with the measurement of F'g (Z) as defined in Specification 4.2.2.2.c. The provisions of Specification 4.0.4 are not applicable.

4.2.1.4 The axial flux difference target band about the target axial flux difference shall be determined in conjunction with the measurement of (Z) as defined in Specification 4.2.2.2.c. The allowable values of the target band are 2 5% or 2 3%. Redefinition of the target band from 33% to 15% t etween determinations of the target axial flux difference is allowed when appropriate rediefinitions of APL are made. Redefinition of the target band from 2 % to 2 % is allowed only in conjunction 5 3 with the determination of a new target axial flux difference.

The provisions of Specification 4.0.4 are not applicable.

D. C. COOK-UNIT 1 3/4 2-3 Amendment No.61

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  • -30 -20 -10 0 10 20 30 Deviation from Target Flux Difference i

l t

Figure 3.2-1 Allowable Deviation from Target Flux Difference

[

, D. C. COOK - UNIT 1 3/4 2-4 Amendment No. 61 l

l

POWER DISTRIBUTION LIMTTS HEAT FLUX HOT CHANNEL FACTOR-F (Z) l LIMITING CONDITION FOR OPERATION 3.2.2 Fg (Z,1) shall be limited by the following relationships:

Westinghouse Fuel Exxon Nuclear Co. Fuel L

Fg (Z,1) 5 [2p0] [K(Z)] Fg (Z,1) 5 [ 0 t)] [K(Z)] P > 0.5 Fg (Z,1) 5 [4.0] [K(Z)] Fg (Z,1) 5 2 [F'(Eg ) K(Z)] P 5 0.5 Q

where P = THERMAL POWER RATED THERMAL POWER Fh (Eg ) is the exposure dependent Fg limit for rod t and is defined in Figure 3.2-4 for Exxon Nuclear Co. fuel and in Figure 3.2-5 for Westinghouse fuel. Et is the maximum pellet exposure in rod E. K(Z) is the function obtained from Figure 3.2-3 for Westinghouse fuel and Figure 3 2-2 for Exxon Nuclear Co. fuel . Fg is defined as the Fg (Z,1) with the smallest margin or the greatest excess of the limit.

APPLICABILITY: MODE 1 ACTION:

With Fg exceeding its limit:

a. Comply with either of the following ACTIONS:

1

( 1. Reduce THERMAL POWER at least 1% for each 1% F g exceeds the limit within 15 minutes and similarly reduce the Power Range Neutron Flux-High Trip Setpoints within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />; POWER OPERATION may proceed for up to a total of 72 hours8.333333e-4 days <br />0.02 hours <br />1.190476e-4 weeks <br />2.7396e-5 months <br />; suosequent POWER OPERATION may proceed provided the Overpower AT Trip Setpoints have been reduced at least 1%

for each 1% Fg exceeds the limit. The Overpower AT Trip Setpoint reduction shall be performed with the reactor in at least HOT STANOBY.

l 0.C. Cook Unit 1 3/4 2-5 Amendment No.

-a g w. --

POWER DISTRIBUTION LIH1TS LIMITING CONDITION FOR OPERATION (Continued)

2. Reduce THERMAL POWER as necessary to meet the limits of i

Specification 3.,2_.6 using the APDMS with the latest incore map and updated R.

b. Identify and correct the cause of the out of limit condition prior to increasing THERMAL POWER; THERMAL POWER may then be increased provided Fg is demonstrated through incore mapping to be within its limit.

SURVEILLANCE REQUIREMENTS 4.2.2.1 The provisions of Specification 4.0.4 are not applicable.

4.2.2.2 Fg (Z,1) shall be determined to be within its limit by:

a. Using the movable incore detectors to obtain a pcwer distribution map at any . THERMAL POWER greater than 5% of RATED THERMAL POWER.
b. Increasing the measured Fg (Z,f.) component of the power distribution map by 3% to account for manufacturing tolerances and further increasing the value by 5% to account for e measurement uncertainties. This product is defined as F (Z).
c. -Satisfying the following relationships at the time of the target flux determination.

Westinohouse Fuel Exxon Nuclear Co. Fuel ,

. _ ,L _

2.0 F0 (Z)

M( )I K(Z) g(2)I K(Z) P >0.5 Q PxEp (Z) V(Z) Q K(Z) V[ZT L

4'. 0 K(Z) M '2 F0 (Z)' K(Z .

Ji(Z)

"Q 1 E V(Z) "Q(Z) $ Ep (Z) P 10.5

_ p(Z) _ _

~

D.C.' Cook _ Unit l Amendment No.

3/4 2-6

POWER DISTRIBUTION LIMITS SURVEILLANCE REQUIREMENTS (Continued) where F' (Z) = Fg (Z,1) at t for which F (Z,1) n is a maximum T(Eg )

at i for which Fh(Z) = Fh(E g )

F0 (Z,1)

T(Et )

F (Z) and Fh(Z) are functions of core height, Z, and F0 (Z,1) correspond at each Z to the rod t for which is a T(Eg )

maximum at that Z

  • 1

~ ' '

V(Z) is a cycle dependent function and is provided in the Peaking Factor i Limit Report. K(Z) is defined in Figure 3.2-2 for Exxon Nuclear Company fuel and in Figure 3.2-3 for Westinghouse fuel. T(E ) I5 d*fi"*d I"

{ t

. Figures 3.2-4 and 3.2-5. Ep (Z) is an uncertainty factor to account for the reduction in the Fh g (E ) curve due to accumulation of exposure prior to the next flux map.

1 Westinghouse Fuel Exxon Nuclear Co. Fuel Ep (Z) = 1.0' Ep (Z) = 1.0 01Eg 5 17.62 Ep (Z) = 1.0 Ep (Z) = 1.0 + [.0040 x F'(Z)] 17.62 < Et 5 34.5 Ep (Z) = 1.0 Ep (Z) = 1.0 + [.0093 x F (Z)] 34.5 < Eg 5 42.2 0.C. Cook Unit 1 3/4 2-7 Amendment No.

POWER DISTRIBUTION LIMITS SURVEILLANCE REQUIREMENTS (Continued)

d. Measuring gF (Z,1) in conjunction with a target flux difference and target band determination, according to the following schedule:
1. Upon achieving equilibrium conditions after exceeding by 10%

or more of RATED THERMAL POWER, the THERMAL POWER at which F (Z) was last determined *, or n

2. At least once per 31 effective full power days, whichever occurs first.
  • During power escalation at the beginning of each cycle, the design target may be used until a power level for extended operation has been achieved.
e. With successsive measurements indicating an increase in max over (Z)

Z of [ K(Z)] with exposure, either of the following additional actions shall be taken:

1. (Z) shall be increased by 2% over th't a specified in 4.2.2.2.c, or
2. F (Z) shall be measured and a target axial flux

~

l difference reestablished at least once per 7 effective full power days until 2 successive maps indicate that max over Z F (Z) of [K(Z) ] is not increasing.

f. With the relationship specified in 4.2.2.2.c not being satisfied, either of the following actions shall be taken:

. 1. Place the core in an equilibrium condition where the limit l in 4.2.2.2.c is satisfied and remeasure the target axial flux difference.

l D.C. Cook Unit 1 3/4 2-8 Amendment No.

POWER DISTRIBUTION LIMITS SURVEILLANCE REQUIREMENTS (Continued)

2. Comply with the requirements of Specification 3.2.2 for Fg (Z,1) exceeding its limit by the maximum percent calculated with the following expressions with V(Z) corresponding to the target band and P > 0.5:

M Fg (Z) x V(Z) x E,(Z) Exxon max. over Z of -1 x 100 Nuclear Co Q

FL (Eg ) x [K(Z)] Fuel

_- P _

M WESTINGHOUSE Fn (Z) x V(Z) x E (Z) FUEL max. over Z of , d x [K(Z)]

-1 x 100 P

l

g. The limits specified in 4.2.2.2 c and 4.2.2.2.f Toove are not applicable in the following core plane regions:
1. Lower core region 0 to 10% inclusive. -
2. Upper core region 90% to 100% inclusive.

l 4.2.2.3 When Fg (Z,1) is measured for reasons other than meeting the requirements of Specification 4.2.2.2, an overall measured Fg (Z,1) shall be cbtained from a power distribution map and increased by 3% to account for manufacturing tolerances and further increased by 5% to account for measurement uncertainty.

D.C. Cook Unit 1 3/4 2-9 Amendment No.

o 1.2 I.

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Figure 3,2-3 X(Z) - Nonnalized Fq (Z) As A Function of Core Height For Westinghouse Fuel D.C. Cook - Unit 1 3/4 2-11 Amendment No.

POWER DISTRIBUTION LIMITS NUCLEAR ENTHALPY HOT CHANNEL FACTOR - F H

LIMITING CONDITION FOR OPERATION N

3.2.3 F AH shall be limited by the following relationships:

N FAH = 1.49 [1 + 0.3 (1-P)] (for Westinghouse fuel) and F"H A = 1.45 [1 + 0.2 (14)] (for Exxon Nuclear Co. fuel) where P is the fraction of RATED THERMAL POWER APPLICABILITY: MODE 1 ACTION:

N With F AH exceeding its limit:

a. Reduce THERMAL POWER to less than 50% of RATED THERMAL POWER within 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> and reduce the Power Range Neutron Flux-High Trip Setpoints to 5 55% of RATED THERMAL POWER within the next 4 hcurs,
b. Demonstrate through in-core mapping that F'g is within its limit within 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br /> after exceeding the limit or reduce THERMAL POWER to 'less than 5% of RATED THERMAL POWER within the next 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br />, and -
c. Identify and correct the cause of the out-of-limit condition prior to increasing THERMAL POWEP.; subsequent POWER OPERATION may proceed, provided that F N H is demonstrated through in-core mapping to be within its limit at a nomin-1 50% of RATED THERMAL POWER prior to exceeding this THERMAL POWER, at a nominal 75% of l RATED THERMAL POWER prior to exceeding,this THERMAL power and

! within 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br /> after attaining 95% or greater RATED THERMAL POWER.

e a D.C. Cook Unit 1 3/4 2-12 Amendment No.

e POWER DISTRIBUTION LIMITS

. SURVEILLANCE REQUIREMENTS N

4.2.3.1 F AH shall be determined to be within its limit by using the movable incore detectors to obtain a power distribution map:

a. Prior to operation above 75% of RATED THERMAL POWER after each fuel loading, and
b. At least once per 31 Effective Full Power Days.
c. ihe provisions of Specification 4.0.4 are not applicable.

3/4 2-13 0.C. Cook Unit 1 Amendment No.

l

POWER DISTRIBUTION LIMITS -

, QUADRANT POWER TILT RATIO LIMITING CONDITION FOR OPERATION

~

3.2.4 THE QUADRANT POWER TILT RATIO shall not exceed 1.02 APPLICABILITY: MODE 1 AB0VE 50% OF RATED THERMAL POWER

  • ACTION:
a. With the QUADRANT POWER TILT RATIO determined to exceed 1.02 but i 1.09:
1. Within 2 hour2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br />s:

a) Either reduce the QUADRANT POWER TILT RATIO to within its limit, or b) Reduce THERMAL POWER at least 3% from RATED THERMAL POWER f e l each 1% of indicated QUADRANT POWER TILT RATIO in excess of 1.0 and similarly reduce the Power Range Neutron Flux-High Trip Setpoints within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.

2. Verify that the QUADRANT POWER TILT RATIO is within its limit within 24 hours2.777778e-4 days <br />0.00667 hours <br />3.968254e-5 weeks <br />9.132e-6 months <br /> af ter exceeding the limit or reduce THERMAL P01"cl to less than 50% of RATED THERMAL POWER within the next 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> and reduce the Power Range Neutron Flux-High Trip setpoints to 155% of RATED THERMAL POWER within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.
3. Identify and correct the cause of the out of limit condition prior to increasing THERMAL POWER; subsequent POWER OPERATION above E3%

of RATED THERMAL POWER may proceed provided that the QUADRANT POWER TILT RATIO is verified within its limit at least once per hour until verified acceptable at 95% or greater RATED THERMAL POWER.

b. With the QUADRANT POWER TILT RATIO determined to exceed 1.09 due to misalignment of either a shutdown or control rod:
1. Reduce THERMAL POWER at least 3% from RATED THERMAL POWER for ea 1% of indicated QUADRANT POWER TILT RATIO in excess of 1.0, within l

30 minutes.

2. Verify that the QUADRANT POWER TILT RATIO is within its limit within 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> after exceeding the limit or
  • See Special Test Exception 3.10.2 D.C. COOK - UNIT 1 3/4 2-14 Amendment No. l

POWER OISTRIBUTION LIMITING CONDITION FCR OPERATION (Continued) reduce THERMAL POWER to less than 50% of RATED THEMAL POWER within the next 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> and reduce the Power Range Neutron Flux-Migh trip Setpoints to 1 55% of RATED THERMAL POWER within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.

3.* Identify and correct the cause of the cut of limit emn-dition prior to increasing THUFAL PCWER; subsequent PCWER OPDATION above 50% of RATED THERMAL 70WD may proceed provided that the O'!ADRANT POWG TILT RATIO is verified within its limit at least once per hour until verified acceptable at g5 or greater RATED THGMAL PCWER.

c. With the QUADRANT POWER TILT RATIO datarmined to exceed 1.0g due to causes other than the misalignment of either a shut-down or control rod:
1. Reduca THERMAL PCWER to less than 50% of RATED TNGMAL POWER within 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> and reduce the Power Range Neutron Flux-High Trip Satpoints to 1 55% of RATED THERMAL PCWIR within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.
2. Identify and correch the c:u:a of the cut cf ifmit cen-

, dition prior to increasing THERMAL PCWER; subsequent PCWER OPERATION above 50% of RATED THERMAL PCWER may precaed provided that the QUADRANT POWER TILT RATIO is verified within its ifmit at least once per hour until verified at g55 or greater RATED THERMAL POWER.

SURVEILLANCE RECUIREMENTE 4.2.4 The QUADRANT POWER TILT RATIO shall be determined to be within the limit above 50% of RATED THERMAL POWER by:

Calcula. ting the ratio at least onca per 7 days when the alarm

~

a.

fr OPERABLE.

b. Calculating the ratio at least onca per 12 hours1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br /> during staady state operation wnen the alarm is inoparable.

.l .

c. Using the movable incere detectors to datarmine the OUADRANT POWER TILT RATIO at least onca per 12 hcurs when one Pcwer Range Channel i s incperable and THEPy.AL PCWER is > 75 percant of RATED THERMAL TCWER.

D. C. COOK - UNIT 1 3/4 2-15 Amendment No.

e 9-pmy-ww -

POWER DISTRIBUTION LIMITS ONB PARAMETERS LIMITING CONDITION FOR OPERATION 3.2.5 The following DNB related parameters shall be maintained within the limits shown on Table 3.2-1:

a. Reactor Coolant System T,yg.
b. Pressurizer Pressure
c. Reactor Coolant System Total Flow Rate APPLICABILITY: MODE 1 ACTION:

With any of the above parameters exceeding its limit, restore the para-meter to within its limit within 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> or reduce THERMAL POWER to less than 5 percent of RATED THERMAL POWER within the next 4 hours4.62963e-5 days <br />0.00111 hours <br />6.613757e-6 weeks <br />1.522e-6 months <br />.

SURVEILLANCE REOUIREMENTS 4.2.5.1 Each of the parameters of Table 3.2-1 shall be verified to be within their limits at least once per 12 hours1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br />.

4.2.5.2 The Reactor Coolant System total flow rate shall be determined to be within its limit by measurement at least once per month.

l 3/4 2-16 D. C. COOK-UNIT 1 Amendment No'.

TABLE 3.2-1

  • a h DNB PARAMETERS -

9 R. LIMITS 4 Loops In Operation 4 Loops In Operation 3 Loops in Operation PARAMETER at RATED THERMAL POWER at DESIGN THERMAL POWER at RATED THERMAL POWER Reactor Coolant System T avg < 570.5'F < 579.8'F 1570,5!*F Pressurizer Pressure 1 2220 psia

  • 1 2220 psia
  • 1 2220 psia
  • Reactor Coolant System 11.386 x 108 lbs/hr Total Flow Rate 11.386 x 108 lbs/hr 10.9917 x 10 8 lbs/hr R* Timit not applicable during either a THERMAL POWER ramp increase in excess of 5 percent RATED THERMAL POWER per minute or a THERMAL POWER step increase in excess of 10 percent RATED THERMAL . POWER.

a

,F a

n O.

POWER OISTRIBUTION LIMITS AXIAL POWER DISTRIBUTION LIMITING CONDITION FOR OPERATION 3.2.6 The axial. power distribution shall be limited by the following relationship:

Westinghouse Fuel -

= [2.01 [K(Z)]

[F(Z)]3 j

)(pL)(1.03)(1 + o))(1.07)F, Exxon Nuclear Co. Fuel E I )3 _, -

[2.04) [K(Z)]

J s

( )(PL)(1.03)(1 + oj)(1.07)F p where:

a. Fj (Z) is the normalized axial power distribution from thimble j at core elevation Z.
b. PLis the fraction of RATED THERMAL POWER.
c. K(Z) is the function obtained for a given core height location from Figure 3.2-2 for Exxon Nuclear Company fuel and from Figure 3.2-3 for Westirighouse fuel .
d. R , for thimble j, is determined from at least n=6 in-core 3

flux maps covering the full configuration of permissible rod patterns at 100% or APL (whichever is less) of RATED THERMAL POWER in accordance with:

y n R R 3=n I i=1 $3 where:

Meas F

0it /T(EA)

R

$j = [Fjj(Z)] Max R and its associated o gmay be calculated on a full core or a 1.imiting fuel batch basis as defined on page B 3/4 3-3 of basis.

D.C. Cook Unit 1 "" **" '

3/4 2'-18

a

. j POWER DISTRIBUTION LIMITS LIMITING CONDITION FOR OPERATION (Continued) eas

e. F"g is the limiting total peaking factor in flux map 1. The limiting total peaking factor is that factor with least margin to the Fh(Et) curve defined in Figure 3.2-4 for Exxon Nuclear Company fuel and in Figure 3.2-5 for Westinghouse fuel.

For Exxon Nuclear Company fuel, T(Et) is the ratio of the exposure dependent Fh(E) to 2.04 and is defined in Figure 3.2-4.

T(EL) is equal to 1.0 for fuel supplied by Westinghouse Electric Corporation as given in Figure 3.2-5.

f.

[F33(Z)]g,x is the maximdm value of the normalized axial distribution at elevation Z from thimble j in map i which had a -

limiting total measured peaking factor without uncertainties or densification allowance of F. as g o g is the standard deviation associated with thimble j, expressed as a. fraction or percentage of Rj , and is derived from n flux maps from the relationship below, or 0.02, (2%)

whichever is greater.

l l

- n

_.n1 151 3

-R,3)2.1/2 a

J- TJ l

The factor 1.07 is comprised of 1.02 and 1.05 to account for the axial power distribution instrumentation accuracy and the measurement uncertainty associated with Fg using the movable detector system respectively.

The factor 1.03 is the engineering uncertainty factor.

g. F is an uncertainty factor for Exxon fuel to account for the p

reductionintheF(Epcurveduetoanaccumulationof exposure prior to the next flux map. The following F factor p

shall apply:

D.C. Cook Unit 1 Amendment No.

3/4 2-19 l

. o .

C. Reactor Control - from the standpoint of the maximum pressures attained it is conservative to assume that the reactor is in manual control. If the reactor were in automatic control, the control rod banks would move prior to trip and reduce the severity of the transient. '

D. Pressurizer Spray and Power-Operated Relief Valves - two cases for both the minimum and maximum moderator feedback cases are analyzed:

1. Full credit is taken for the effect of pressurizer spray and power-operated relief valves in reducing or limiting the coolant pressure. Safety valves are also available.
2. No credit is taken for the effect of pressurizer spray and power-operated relief valves in reducing or limiting the coolant pressure. Safety valves are operable.

Results .

The transient reponses for a loss of load from full power operation are shown for four cases: two cases for minimum reactivity feedback and two cases for maximum reactivity feedback (Figures 27 through 34).

' Figures 27 and 28 show the transient responses for the loss of load with minimum reectivity feedback assuming full credit for -he pressuirzer spray and pressurizer power-operated relief valves. No credit is taken for the steam dump. The reactor is tripped by the overtemperature AT trip signal.

The minimum DNBR remains well above the limit value. The pressurizer safety valves are not actuated for this case ,since primary .ystem pressure remains well below the design value. The steam generator safety valves prevent overpressurization of the secondary system, maintaining pressure below 110 percent of design value.

\

23

l i

Figures 29 and 30 snow the responses for the total loss of steam icad with maximum reactivity feedback. All other plant parameters are the same as the above. The DNBR increases throughout the transient and never drops below its initial value. Pressurizer relief valves and steam generator safety valves prevent overpressurization 'in primary and secondary systems, respectively.

The pressurizer safety valves are not actuated for this case.

The loss of load accident was also studied assuming the plant to be initially

- operating at full power with no credit taken for the pressurizer spray, pressurizer power-operated relief values, or steam dump. The reactor is tripped on the high pressurizer pressure signal. Figures 31 and 32 show the transients with minimum reactivity feedback. The neutron flux remains essentially constant at full power until the reactor is tripped. The DNBR never goes below its initial value throughout the transient. In this case the pressurizer safety valves are actuated, and maintain system pressure below 110 percent of the design value.

Figures 33 and 34 are the transients with maximum reactivity feedback with the other assumptions being the same as in the preceding case. Again, the DNBR increases throughout the transient and the pressurizer safety valves are actuated to limit primary pressure.

Conclusions i .

Results of the analyses show that the plant design i~s such that a loss of lead without a direct or immediate reactor trip presents no hazard to the integrity of the RCS or the main steam system. Pressure relieving devices incorporated in the two systems are adequate to limit the maximum pressures to within the design limits.

The integrity of the core is maintained by operation of the reactor protection system, i.e., the DNBR will be maintained above the limit value.

24

6.3.7 Loss of Normal :eedwater Flow A loss of normal feedwater (from pump failures, valve malfunctions, or loss of offsite. ac power) results in a reduction in capability"of the secondary system to remove the heat generated in the reactor core. If an alternative supply of feedwater were not supplied to the plant, core residual heat following reactor trip would heat the primary system water to the point where water relief from the press 6rizer would occur, resulting in a substantial loss of water from the RCS. Since the plant is tripped well before the steam generator heat transfer capability is reduced, the primary system variables never approach a DNB condition.

The worst postulated loss of normal feedwater event is one initiated by a loss of offsite' AC power which is described in FSAR subsection 14.2.12. This is due to the decreased capability of the reactor coolant to remove residual core heat as a result of the RCP coastdown.

The reactor trip on low-low water level in any steam generator provides the necessary protection against a loss of normal feedwater.

The auxiliary feedwater system is started automatically. The turbine driven auxiliary feedwater pump utilizes steam from the seconoary system and exhausts

'to the atmosphere. The motor driven auxiliary feedwater pumps are supplied by power from *the diesel generators if a loss of offsite power occurs. The pumps take suction directly from the condensate storage tank for delivery to the steam generators.

{

An ana' lysis of the system transient is presented below to show that following a loss' of normal feedwater, the auxiliary feedwater system is capable of removing the stored and residual heat, thus preventing either overpres-surization of the RCS or uncovering the core, and returning the plant to a safe condition due to the increased design power level.

I i

l 25

Method of Analysis A detailed analysis using the LOFTRAN code is performed in orcer to obtain the plant transient following loss of normal feedwater. Th'e simulation describes the plant thermal kinetics, RCS including the natural circulation, pressurizer, steam generators and feedwater system. The digital program computes pertinent variables including the steam generator level, pressurizer water level, and reactor coolant average temperature.

Assumptions m'ade in the analysis are:

A. The plant is initially operating at 102 percent of the design power rating (3425 MWt NSSS).

B. A conservative core residual heat generation based upon long term operation at the initial power level preceding the trip.

C. Reactor trip occurs on steam generator low-low level.

D. The worst single failure in the auxiliary feedwater system occurs (e.g.,

failure of turbine drive auxiliary feedwater pump).

E. Auxiliary feedwater is delivered to two steam generators at a rate of 450 gpm. ,

F. Secondary system steam relief is achieved through the steam generator safety valves.

G. The initial reao. tor coolant average temperature is 4 F higher than the nominal value, and initial pressur'izer pressure is 30 psi higher than nominal.

An additional assumption made for the loss of normal feedwater evaluation is that only the pressurizer safety valves are assumed to function normally.

Operation of the valves maintains peak RCS pressure clase to or below the actuation setpoint (2500 psia) throughout the transient.

26

POWER DISTRIBUTION LIMITS LIMITING CONDITION FOR OPERATION (Continued)

Westinghouse Fuel ENC Fuel i

F = 1.0 p

F p

= 1.0 0$Eg 5 17.62 F = 1.0 p

F p = 1.0 + [.0015 x W] 17.62 < Et 5 34.5 F = 1.0 p F, = 1.0 + [0.0033 x W] 34.5 < Eg 5 42.2 where W is the number of effective full power weeks (rounded up to the next highest integer) since the last full core flux map.

APPLICABILITY: Mode 1 above the minimum percent of RATED THERMAL POWER indicated by the relationships.*

APL = min over Z of x 100 % W tinghouse F t x V Z)

L Exxon Nuclear Co.

APL = min over Z of F0 ( t) x K(Z) x 100 % Fuel F (Z,t) x V(Z) x E (Z) g p where Fg (Z,t) is the measured F (Z,t), including a 3?4 manufacturing 9

tolerance uncertainty and a 5?4 measurement uncertainty, at the time of target flux determination from a power distribution map using the movable incore detectors. V(Z) is the function given in the Peaking Factor Limit Report. The above limit is not applicable in the following core plane regions.

1. Lower core region O*s to 10% inclusive.
2. Upper core region 90*4 to 100's inclusive.

"The APDMS may be out of service when surveillance for determining power distribution maps is being performed.

D.C. Cook Unit 1 3/4 2-20 Amendment No.

e

~

POWER DISTRIBUTION LIMITS ,

LIMITING CONDITION FOR OPERATION (Continued)

ACTION:

a. With a F3 (Z) factor exceeding [F3 (Z)]3 by 5 4 percent, reduce THERMAL POWER 1 percent for every percent by which the F3 (Z) factor exceeds its limit within 15 minutes and within the next 2 hours2.314815e-5 days <br />5.555556e-4 hours <br />3.306878e-6 weeks <br />7.61e-7 months <br /> either reduce the3F (Z) factor to within its limit or reduce THERMAL POWER to APL or less of RATED THERMAL POWER.
b. With a Fj (Z) factor exceeding [Fj (Z)]3 by > 4 percent, ,

reduce THERMAL POWER to APL or less of RATED THERMAL POWER within 15 minutes.

i l

l l

l .

Amendment No. I l D.C. Cook Unit 1 3/4 2-21

POWER DISTRIBUTION LIMITS 2 SURVEILLANCE REQUIREMENTS

~

.4.2.6.1 F)(Z) shall be date,rmined to be within its limit by-

a. Either using the APDMS to monitor the thimbles required per

, Specification 3.3.3.6 at the following frequencies.

l

( l. At least once p'er.8 hours9.259259e-5 days <br />0.00222 hours <br />1.322751e-5 weeks <br />3.044e-6 months <br />, and 2 .' Immediately and at intervals of 10, 30, 60, 90, 120, 240

'and 480 minutes following:

a) Increasing the THERMAL POWER above APL of RATED THERMAL POWER, or b) Movement of control bank "D" more than an accumulated total of 5 steps. in any one direction.

b. Or 6 sing the movable incere detectors at the following fre-quencies when the APDMS is inoperable:
l. At least once per 8 hours9.259259e-5 days <br />0.00222 hours <br />1.322751e-5 weeks <br />3.044e-6 months <br />, and 2; At intervals of 30, 60. 90,120, 240 and 480 minutes following:

a) Increasing the THERMAL POWER above APL of RATED THERMAL POWER, or b) Movement of control bank "D" more than an accumulated total of 5 steps in any one direction.

4.2.6.2 When the movable incore detectors are used to monitor F3 (Z), at least 2 thimbles shall be monitored and an F.(Z) accuracy equivaient to that obtained from the APDMS shall be maintalned.

D. C. COOK - UNIT 1 A*""d*""t N -

3/4 2-22

I -

l 2.2 2.1 (0, 2.04) (17.62,2.04) 2.0 N (34.5,l.SS) n N g ._

_'m 1.9 .. 'u_

(42.2,1.E6) 1.8 Fh(Et)-2.04 h0<Et<17,62-5 .

~..

Fh(EA)=2.134-0.000333Etg1762<Et<34.5 1.7 iii - -

!Fh(EA)=2.353.01169Et s

~ 34,5 < Et < 42,2 1.6 1.1 (0,1.0) (17.62,1.0)

1. 0 , . .

-(34.5,.956)

~'

E s -'

(42.2,.Cl2) x

.9-

.8- lT(EL)=b.0 @,0$Eg 5 17.62 iT =1.046.002G14Et@lJ.62<Et'<34.5 lT = 1.154 .00573 Et i 34.5 < Et < d2.2 _

0 10 20 30 40 50 Peak Pellet Exposure in MWD /KG FIGURE 3.2-4 Exposure Dependent FQ Limit, Fg (EA), and Normalized Limit T(EA) as a function of Peak Pellet Burnup for Exxon Nuclear Company Fuel D.C. Cook Unit 1 3/4 2-23 Amendment No.

l

, 1 2.2 g'(0,2.00) .. . 0) 2.0 _

1.9 E

-f? 1.8 1.7 1.6 J' R 1.1 h(0,1.00) (42.2,1.00)

"~

1.0 g 0.9 t

0.8 0.7 0 10 20 30 40 44 PEAK PELLET EXPOSURE IN MWD /KG FIGURE 3.2-5 Exposure Dependent q F Limit, F (E g), and Normalized Limit T(Eg ) as .a Function of Peak Pellet Burnup for Westinghouse Fuel s

D. C. Cook - Unit 1 __ _. Amendment No.

3/4 2-24

~

POWER DISTRIBUTION LIMITS BASES 3/4.2.2 and 3/4.2.3 HEAT FLUX AND NUCLEAR ENTHALPY HOT CHANNEL FACTORS Fg (Z) and (H -

The limits on heat flux and nuclear enthalpy hot channel factors ensure that 1) the design limits on peak local power density and minimum DNBR are not exceeded and 2) in the event of a LOCA, the peak' fuel clad temperature will not exceed the 2200 F ECCS acceptance criteria limit.

Each of these hot channel factors are measurable, but will normally only be determined periodically, as specified in Specifications 4.2.2 and 4.2.3. This periodic su.rveillance is sufficient to insure that the hot 9 channel factor limits are maintained provided:

a. Control rods in a single group move together with no individual rod insertion differing by more than + 12 steps from the group demand position.
b. Control rod groups are sequenced with overlapping groups as described in Specification 3.1.3.5.
c. The control rod insertion limits of Specifications 3.1.3.4 and 3.1.3.5 are maintained.

. d. The axial power distribution, expressed in terms of AXIAL FLUX DIFFERENCE is maintained within the limits.

The relaxation in F H as a function of THERMAL POWER allows changes in the radial power shape for all permissible rod insertion limits.

F 3g will be maintained within its limits, provided conditions (a) l through (d) above are maintained.

When an gF measuremer.t is taken, both experimental error and manu-facturing tolerance must be allowed for. 5% is the appropriate allowance for a full core map taken with the incore detector flux mapping system, and 3*; is the appropriate allowance for manufacturing tolerance.

When F H

is measured, experimental error must be allowed for, and 4's is the appropriate allowance for a full core map taken with the incore detection system. This 4*4 measurement uncertainty has been included in the design DNBR limit value. The specified limit for F g also contains I

an additional 4% allowance for uncertainties. The total allowance is based on the following considerations:

0.C. Cook Unit 1 Amendment No.

B 3/4 2-4 1

~ ~

s s

POWER DISTRIBUTION LIMITS BASES

a. abnormal perturbations in the radial power shape, such as from rod misalignment, affect F g more directly than F g,
b. although rod movement has a direct influence upon limiting F to g

within its limit, such control is not readily available to limit N

Fgg, and

c. errors in prediction for control power shape detected during startup physics tests can be compensated for in gF , by restric-ting axial flux distributions. This compensation for F '

H is less readily available.

A burnup dependentgF is specified as a result of the ECCS evalua-tion, in accordance with 10 CFR Part 50 Appendix K and to meet the accep-tance criteria of 10 CFR 50.46. The basis for this dependence is given in document XN-76-51, Supplements 1, 2, 3, and 4 for Exxon fuels and the exemption granted by the Commission on May 18, 1978 for Westinghouse fuel.

3/4.2.4 OVADRANT p0WER TILT RATIO l The quadrant power tilt ratio limit assures that the radial power distribution satisfies the design values usec in the power capability analysis. Radial power distribution measurements are made during startup testing and periodically during power operation.

The limit of 1.02, at which corrective action is required, provides DNB and linear heat generation rate protection with x y plane power tilts. A l limiting tilt of 1.025 can be tolerated before the margin for uncertainty in Fg is depleted. The limit of 1.02 was selected to provide an allowance I for the uncertainty associated with the indicated power tilt.

The two hour time allowance for operation with a tilt condition greater than 1.02, but less than 1.09, is provided to allow identification and correction of a dropped or misaligned rod. In the event such action does not correct the tilt, the margin for uncertainty on Fg is reinstated by reducing the power by 3 percent for each percent of tilt in excess of 1.0.

D.C. Cook Unit 1 Amendment No.

s -

Results Figures 35 and 36 show the significant plant parameters following a loss of normal feedwater.

Following the reactor and turbine trip from full load, the water level in the steam generators will fall due to the reduction of steam generators void fraction and because steam flow through the safety valves continues to dissipate the stored and generated heat. One minute following the initiation of the low-low level trip, at least one auxiliary feedwater pump is automatically started, reducing the rate of water level decrease.

Conclusions Results of the analysis show that a loss of normal feedwater does not adversely affect the core, the RCS, or the steam system since the auxiliary feedwater capacity is such that reactor coolant water is not relieved from the pressurizer relief or safety valves.

6.3.8 Excessive Heat Removal due to Feedwater System Malfunctions Reductions in feedwater temperature or additions of excessive feedwater are

'means of increasing core power above full power. Such transients are attenuated

  • by the thermal capacity of the secondary plant and of the Reactor Coolant System. The Overpower-0vertemperature Protection (high neutron flux, overpower AT, and overtemperature AT trips) prevents any power increase which could lead to DNBR less than minimum allowable value by the Steam Generator Hi-Hi Level Protection.

Excessive feedwater flow may be caused by full opening of a feedwater control valve due to a Feedwater Control system malfunction or an operator error. At power conditions this excess flow causes a greater load demand on the Reactor Coolant System due to increased subcooling in the steam generator. With the plant at no load conditions, the addition of cold feedwater may cause a decrease in Reactor Coolant System temperature and thus a reactivity insertion due to the effects of the negative moderator coefficient of reactivity.

27

- . __ =._.

1

~

POWER DISTRIBUTION LIMITS BASES 3/4.2.5 DNB PARAMETERS The limits on the DNB related parameters assure that each of the para-meters are maintained within the normal steady s+ ate envelope of operation assumed in the transient and accident analyses. The limits are consistent with the initial FSAR assumptions and have been analytically demonstrated to be adequate to maintain the applicable design limit DNBR values for each fuel type (which are listed in the bases for Section 2.1.1) throughout each analyzed transient.

The 12 hour1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br /> periodic surveillance of these parameters through instru-ment readout is sufficient to ensure that the parameters are restored within their limits following load changes and other expected transient operation. The morthly periodic RCS elbow tap flow measurement is adequate

. to detect flow degradation and to ensure the correlation of the flow indication channels with measured flow, as determined at the beginning of each cycle using a power balance around the steam generators, such that the indicated percent flow will provide sufficient verification of flow rate on a 12 hour1.388889e-4 days <br />0.00333 hours <br />1.984127e-5 weeks <br />4.566e-6 months <br /> basis. Measurement uncertainties have been accounted for in determining the DNB parameters limit values.

3/4.2.6 AXIAL POWER DISTRIBUTION The limit on axial power distribution ensures that F will be con-9 trolled and monitored on a more exact basis through use of the APDMS when operating above APL of RATED THERMAL POWER. This additional limitation on Fg is necessary, in order to provide assurance that peak clad tempera-tures will remain below the ECCS acceptance criteria limit of 2200 F in the event of a LOCA.

The unit may operate with fuel assemblies supplied by the Exxon Nuclear Company and by Westinghouse Electric Corporation. AnqF limit has been specified for each of these two fuel types.

D.C. Cook Unit 1 B 3/4 2-6 Amendment No.

]

1 3 l l INSTRUMENTATION BASES 3/4.3.3.6 AXIAL POWER DISTRI'BUTION MON!TORING SYSTEM (APDMS)

The OPERABILITY of the APDMS ensures that sufficient capability is available for the measurement of the neutron flux spatial distribution within the reactor core. This capability is required to 1) monitor the core f'ux patterns that are representative of sne power peaking factor in the limiting fuel rod. The limiting fuel rod is the fuel rod that has the least margin to the exposure dependent F limit curve, and 2) limitthecoreaverageaxialpowerprofilesuchShatthetotalpower peaking factor Fg n i the limiting fuel rod is maintained within accept-able limits.

' R factors are used to determine the APDMS setpoint limits

[F3(Z)]4S. On a full core basis the R and a factors are calculated in accordance with the equations on P$ges 3/d 2-18 and 3/4 2-19.

l However, near BOC, thimbles not in the region of fuel which contains the limiting total peaking factor, F may not follow the axial power distribution of the hot rod. Thiss916a,tionwillmanifestitselfinthe form of large e4 for thimbles not in the same region as the total peak F .. In this situation, if the rad with the limiting total peaking f9ktor were to move from one fuel region to another, the neutron flux in the thimble with the smallest e3 would not necessarily follow the axial power distribution of the power in the new limiting rod.

In order to j;:. ope with this difficulty, it is permissible to calculate as many e,'s and R 's for each thimble as there are fuel types or 4

j regions in the core. Each E and a for a thimble j is to be calculated i

fromtheequationsonPages$/42-1$.and3/42-19withthefollowing(

exception. For each'E and ej for thimble j. a different F and T l

shall be used. Thedihfpgte4'sandR'sforthimblejskdf1becalcu-lated substituting for Fg. and T(E) the values pertaining to the lir.iting4 peakrelativepowerfromAlchfuelregion. Obviously for one of these calculations the limiting peak relative power from one region will be the core limiting total peaking factor.

If this option is chosen, the e4 set to use for APDMS thimble selec-tion and the R3 set to use for the calculation of [F (Z)])3 shall be the set obtained using the limiting peak relative pcwer trom 4 the same fuel type as the F qqg from the most recent incere flux map.

D. C. COOK - UNIT 1 B 3/4 3-3 Ameadment No.

_ _ _ . . . _ _ _ _ _ _ . , _ _ _ _ _ _ _ . _ _ _ _ .. . _ _ _ . _ _ _ _ _ _ l

}

BASES 1

3/4.4.1 REACTOR COOLANT LOOPS The plant is designed to operate with all reactor coolant loops in operation, and maintain DNBR above the applicable design limit DNBR value j during all normal operations and anticipated transients. With c1e reactor coolant loop not in operation, THERMAL POWER is restricted to < 51 percent of RATED THER:1AL POWER, until the Overtemperature AT trip is reset.

Either action ensures that the DNBR will be maintained above the applicable design limit DNBR values for each fuel type. A loss of flow in two loops will cause a reactor trip if operating above P-7 (11 percent

  • RATED THERMAL POWER) while a loss of flow in one loop will cause a reactor trip if operating above P-8 (51 percent of RATED THERMAL POWER).

A single reactor coolant loop provides sufficient heat removal capa-bility for removing core decay heat while in HOT STANDBY; however, single failure considerations require placing an RHR loop into operation in the shutdown cooling mode if component repairs and/or corrective cannot be made within the allowable out-of-service time.

The restrictions on starting a Reactor Coolant Pump below P-7 with one or more-RCS cuid ' legs less than or equal to 188'F are provided to prevent RCS pressure transients, caused by energy additions from the secondary system, which could exceed the limits of Appendix G to 10 CFR Part 50. The RCS will be protected against overpressure transients and will not exceea the limits of Appendix G by either (1) restricting the water volume in the pressurizer and thereby providing a volume for the primary coolant to expand into or (2) by restricting starting of the RCPs to when the second-ary water temperature of each steam generator is less than 50*F above each of the RCS cold leg temperatures.

3/4.4.2 and 3/4.4.3 SAFETY VALVES The pressurizer code safety valves operate to prevent the RCS from being pressurized above its Safety Limit of 2735 psig. Each safety valve is designed to relieve 420,000 lbs per hour of saturated steam at the valve setpoint. The relief capacity of a single safety valve is adequate to relieve any over pressure conditions which could occur during shutdown. In

! the event that no safety valves are OPERABLE, an operating RHR loop, con-nected to the RCS, provides overpressure relief capability and will prevent RCS overpressurization.

{

D.C. Cook Unit 1 B 3/4 4-1 Amendment No.

Method of Analysis i

The excessive heat removal due to a feedwater system malfunction transient is analyzed by using the detailed digital computer code LDFTRAN. This code simulates the neutron kinei.ics of the reactor coolant system, pressuri:er, pressurizer relief and safety valves, pressurizer spray, steam generator, and

steam generator safety valves. The code computes pertinent plant variables including temperatures, pressures, and power level.

The system is analyzed to demonstrate acceptable consequences in the event of i an excessive feedwater addition, due to a control system malfunction or

operator error which allows a feedwater control valve to open fully. The i following cases have been analyzed
1. Accidental full opening of one feedwater control valve with the reactor at 4

power:

a. Assuming the reactor in manual control and a +5 pcm/*F MTC. This represents a condition where the unit. has the...least inherent transient capability.

l

b. Assuming reactor control and conservatively large negative moderator coeff1cient of reactivity. This cass gives the largest reactivity feedback and results in the greatest power increase.
2. Accicental full opening of a feedwater control valve with the reactor at no load conditions and assuming a conservatively large negative moderator coefficient of reactivity.

(

i This accident is analyzed with the imp' roved thermal design procedure as

described in Section 5.0 of Attachment B. Plant characteristics and initial conditions, are listed in Table 2. The reactivity insertion rate following a feedwater system malfunction is calculated with the following assumptions

1 28

A. Initial reactor pcwer, pressure, and RCS temperatures are assumec to be at their nominal values. Uncertainties in initial conditions are incluced in the limit DNER as cescribed in Section 5.0 of Attachment B.

B. For the feedwater control valve accident at full power, one feedwater control valve is assumed to malfunction resulting in a step increase to 150% of nominal feedwater flow to one steam generator.

C. For the feedwater control valve accident at zero load condition, a feedwater control valve malfunction occurs which results in an increse in flow to one steam generator from zero to 100 percent of the nominal full load value.

D. For the zero load condition, feedwater temperature is at a conservatively low value of 32'F.

E. No credit is taken for the heat capacity of the RCS and steam generator thick metal in attenuating the resulting plant cooldown.

F. The feedwater flow resulting from a fully open' control valve is terminated by a steam generator high-high level trip signal which closes all feedwater control and isolation valves, trips the main feedwater pumps and trips the ;urbine.

Normal reactor control system and engineered safety systems are not required to function. The reactor protection system may function to trip the reactor due to overpower or high-high steam generator water level conditions.

Results In the case of an accidental full opening of one feedwater control valve with the reactor at zero power end the above mentioned assumptions, the maximum reactivity insertion rate is less than the maximum reactivity insertion rate analyzed in subsection 5.3.1, Uncontrolled Rod Cluster Control Assembly Bank Withdrawal from a Subcritical Condition and therefore, the results of the 29

analysis are not presented here. It should be noted that if the incident occurs with the unit just critical at no load, the reactor may be tripped by the power range high neutron flux trip (low setting) set at approximately 25 percent of nominal full power.

The full power case (maximum reactivity feedback coefficients automatic rod control) gives the largest reactivity feedback and results in the greatest power increase. Assuming the reactor to be in the manual rod control mode results in a slightly less severe transient. The rod control system is not required to function for an excessive feedwater flow event.

For all excessive feedwater cases continuous addition of cold feedwater is prevented by automatic closure of all feedwater isolation valves on steam

generator high-high level signal. In addition, a reactor trip and a turbine trip are initiated.

Following reactor trip and feedwa^.er isolation, the plant will approach g stabilized condition at hot standby. Normal plant operating procedures may then be followed. The operating procedures would call for operator action to control RCS boron concentration and pressurizer level using the CVCS and to maintain steam generator level through control of the main or auxiliary

~

feedwater system. Any action required of the operator to maintain the plant

. in a stabilized. condition will be in a time frame in excess of ten minutes following, reactor trip.

Transient results, Figures 37 through 40, show the increase in nuclear power and AT associated with the increased thermal load on the reactor. The DNBR does not drop below the limit,value.

Since the power level rises during the' excessive feedwater flow incident, the fuel temperatures will also rise until after reactor trip occurs. The core heat flux lags behind the neutron flux response due to the fuel rod thermal time constant; hence the peak value does not exceed 118 percent of its nominal value (i.e., the assumed high neutron flux trip setpoint). The peak fuel temperature will thus remain below the fuel melting temperature.

30 l

The transient results have shown that DNB coes not occur at any time curing the excessive feedwater flow incident; thus, the ability of the primary coolant to remove heat from the fuel rod is not reduced. The fuel cladding temperature therefore does not rise significantly above its initial value during the transient.

Conclusions The results of the analysis show that the DNB ratios encountered for an excessive feedwater addition at power are above the limit value; hence, no fuel or clad damage is p'redicted. Additionally, it has been shown that the reactivity insertion rate which occurs at no load conditions following excessive feedwater addition is less than the maximum value considered in the analyis of the rod withdrawal from a subcritical condition analysis.

6.3.9 Excessive Increase in Secondary Steam Flow An excessive load increase incident is defined as a rapid increase in steam flow ~that causes a power mismatch between the reactar cart power and the steam generator load demand. The reactor control system'is designed to accommodate a ten percent (10%) step load increase and a five percent (5%) per minute ramp load increase in the range of 15 to,100 percent of full power. Any loading rate in excess of these values may cause a reactor trip actuated by the reactor protection system.

This accident could result from either an administrative violation such as excessive loading by the operator or an equipment malfunction in the steam dump control or turbine speed control.

During power operation, steam dump to the condenser is controlled by reactor coolant condition signals, i.e., high reactor coolant temperature indicates a need for steam dump. A single controller malfunction does not cause steam dump; an interlock is provided which blocks the opening of the valves unless a large turbine load decrease or turbine trip has occurred.

31

Prc:ection against an excessive load increase accident is provided by the fcilowing reactor protection system signals:

o Overpower AT o Overtemperature AT o Power range high neutron flux Method of Analysis This accident is analyzed using the LOFTRAN Code. This code simulates the neutron kinetics, RCS, pressurizer, pressurizer relief and safety va.1ves, pressurizer spray, steam generator, steam generator safety valves, and feedwater system. The code computes pertinent plant variables including temperatures, pressures, and power level.

Four cases are analyzed to demonstrate the plant behavior following a 10 percent step load increase from rated load. These cases are as follows:.

A. Reactor control in manual with minimum moderator reactivity feedback B. Reactor control in manual with maximum moderator reactivity feedback C. Reactor control in automatic with minimum moderator reactivity feedback D. Reactor control in automatic with maximum moderator reactivity feedback For the minimum moderator feedback cases, the core has the positive mocerator temperature coefficient of reactivity and the least negative Doppler only power coefficient curve, therefore the least inherent transient response For the maximum moderator feedback cases, the moderator capability.

temperature coefficient of reactivitiy has its highest absolute value and the most negative Doppler only power coefficient curve. This results in the largest amount of reactivity feedback due to changes in coolant temperature.

l A conservative limit on the turbine valve opening is assumed, and all cases are studies without credit being taken for pressurizer heaters.

l l 32

l l

This acticer.t is analyzed with the improved thermal cesign procedure as described in Sectier! 5.0 of Attachment B. Initial reactor power, pressure, anc RCS temperature are assumed to be at their nominal values. Uncertainties in initial conditions are included in the limit DNBR. -

Plant characteristics and initial conditions are listed in Table 2.

i Normal reactor control systems and engineered safety systems are not required to function. The reactor protection system is assumed to be operable; however, reactor trip is not encountered for most cases due to the error allowances assumed in th'e setpoints.

The cases which assume automatic rod control are analyzed to ensure that the worst case'is presented. The automatic function is not required.

Results Figures 41 through 44 illustrate the transient with the reactor in the manual cont'rol mode. As expected, foe the minimum moderator feedback case there is a slight power increase, and the average core temperature shows a large decrease. This results in a DNBR which increases above its initial value.

For the maximum moderator feedback, manually controlled case there is a much large increase in reactor power due to the moderator feedback. A reduction in DNBR is experienced but DNBR remains above the limit value.

Figures 45 through 48 illustrate the transient assuming the reactor is in the automatic control mode. Both the minimum and maximum moderator feedback cases show that core power increases, thereby reducing the rate of decrease in 1

I coolant average temperature and pressurizer pressure. For both of tnese cases, the mininum DNBR remains above the limit value.

l For all cases, the plant rapidly reaches a stabilized condition at the higher power level. Normal plant operating procedures would then be followed to reduce power.

33

- - . .- - _. . . _ - _ _ ~ - - . - . . -.- _ _

ine excessive load increase incident is an overpower transient fc wnich tne fuel temperatures will rise. Reactor trip coes not occur fcr most of the

. cases analyzed, and tne plant reaches a new equilibrium condition at a nigher power level corresponding to the increase in steam flow.

Conclusions The analysis presented above shows that for a ten percent (10%) step load increase, the DNBR remains above the limit value, thereby precluding fuel or clad damage. The plant reaches a stabilized condition rapidly following the load increase. l 6.3.10 Loss of All AC power to the plant Auxiliaries ,

Identification of Causes and Accident Cescription A complete loss of all (non-emergency) AC power (e.g. offsite power and gas turbines) may result in the loss of all power to the plant auxiliaries, i.e.,

the RCPs, condensate pumps, etc. The loss of power may be caused by a complete loss of the offsite grid accompanied by a turbine generator trip at the station, or by a loss of the onsite AC distributica system.

This transient is more severe than the loss of load event analyzed because in this case the decrease in heat removal by the seconcary system is acceapanied by a flow coastdown which further reduces the capacity of the primary coolant to remove heat from the core. The reactor will trip due to: (1) turbine trip; (2) upon reaching one of the trip setpoints in the primary and secondary systems as a result of the flow coastdown and decre'ase in secondary heat

~

removal; or (3) due .to loss of . power to the contrei rod drive mechanisms as a result of the loss of power to the plant.

Following a loss of power with turbine and reactor trips, the sequence ,

described below will occur:

34

4 .

i

)

A. Plant vital instruments are supplied from emergency DC power sources.

B. As the steam sy> tem pressure rises following the trip, the steam generator power-operated relief valves may be automatically o*pened to the atmosphere. The condenser is assumed not to be available for steam dump.

If the steam flow rate thrcugh the power relief valves is not available, the steam generator safety valves may lift to dissipate the sensible heat of the fuel and coolant plus the residual decay heat produced in the reactor.

C. As the no load temperature is approached, the steam generator j power-operated relief valves (or safety valves, if the power operated relief valves are net available) are used to dissipate the residual decay heat and to maintain the plant at the hot standby condition.

D. The standby diesel generators, started on loss of voltage on the plant emergency busses, begin to supply plant vital loads. .

The motor driven auxiliary feedwater pumps are supplied power by the diesels anc the turbine-driven pump utilizes steam from the main steam system. Both type cumps are designed to supply rated flow within one minute of the initiating signal even if a loss of all non-emergency AC power occurs simultaneously with loss of normal feedwater. The turbine exhausts the used steam to the atmosphere. The auxiliary feedwater pumos take suction from the concensate stcrsge tank for delivery to the steam generators.

Following the RCP coastdown caused by the loss of AC power, the natural circulation capability of the RCS will remove residual and decay heat from the core, aided by auxililary feedwater in, the secondary system. An analysis is presented here to show that the natural circulation flow in the RCS following a loss of AC power event is sufficient to remove residual heat from the core.

35

a ..

Method of Analysis A cetailed analysis using the LOFTRAN Coce is performed to obtain the plant trarsient following a station blackout. The simulatiom describes the plant thermal kinetics, RCS including the natural circulation, pressurizer, steam generators and feedwater system. The digital program computes pertinent varables including the steam generator level, pressurizer water level, and rea: tor coolant average temperrture.

The assumptions used in the analysis are as follows:

A. ,The plant is initially operating at 102% of the design rating (3426 mwt NSSS).

B. A conservative core residual heat generation based upon long term operation at the initial power level preceding the trip.

C. A heat transfer coefficient in the steam generator associated with RCS natural circulation following the RCP.coastdawn..

l D. Reactor trip occurs on steam generator low-low level. No credit is taken

! for immediate release of the control rod drive mechanisms caused by a loss i

! of offsite, power, E. Auxiliary feedwater is delivered by only one motor driven auxiliary feed pump at 450 gpm.

F. Auxiliary feedwater is e3 c e. ' to two steam generators.

G. Secondary system steam +elief is achieved through the steam generator safety valves.

H. The initial reactor coolant average temperature is 4*F higher than the nominal value, and initial pressurizer pressure is 30 psi higher than nominal.

36

i

. s .

t Plant characteristics and initial conditions listed in Table 2.

Results ,

1 The transient response of the RCS following a loss of AC power is shown in Figures 49 and 50.

The LOFTRAN code results show that the natural circulation flow available is sufficient to provide adequate core decay heat removal following reactor trip and RCP coastdown.

Conclusions Analysis of the natural circulation capability of the RCS has demonstrated that sufficient heat removal capability exists following RCP coastdown to prevent fuel or clad damage.

6.3.11 Rupture of a Steam Pipe The worst case steamline break (Case. b of FSAR 14.2.5) was reanalyzed to generate limiting statepoints to verify nuclear design calculations in accordance with Reference 1 methodology. These statepoints are listed in Table 3.

Method of Analysis The analysis of the steam pipe rupture has been performed to determine:

A. The core heat flux and RCS temperature and pressure resulting from the cooldown following the steam line break. The LOFTRAN Code has been used.

B. The thermal and hydraulic behavior of the core following a steam line break. A detailed thermal and hydraulic digital-computer code, THINC, has been used to determine if DNB occurs for the core conditions computed in item A above.

37 \

.i

s i

Studies have been perfcrmed to determine tne sensitivity of steamline break results to various assumptions (Reference 10). Based upon this study, the following conditions were assumed to exist at the time of a main steam line break accident: -

A. End-of-life shut down margin (1.60%Ak/k) at no load, equilibrium xenon conditions, and the most reactive RCCA stuck in its fully withdrawn position: Operation of the control rod banks during core burnup is restricted in such a way that addition of positive reactivity in a steam line break accident will not lead to a more adverse condition than the came enelyzed.

B. A negative moderator coefficient corresponding to the end-of-life redded core with the most reactive RCCA in the fully withdrawn position: The variation of the coefficient with temperature and pressure has been included. The k,ff versus temperature at 1000 psi corresponding to the negative moderator temperature coefficient used is shown in Figure 51:.

The core properties associated..with the sector nearest the affected steam generator and those associated with the remaining sector were conservatively combined to obtain average core properties for reactivity feedback calculation. Further, it was conservatively assumed that the core power distribution was uniform. These two conditions cause underprediction of the reactivity feedback in the high power region near the stuck rod. To verify the conservatism of this method, the reactivity as well as the power distribution was checked for the limiting conditions for the cases analyzed. This core analysis considered the Doppler reactivity from the high fuel temperature near the stuck RCCA, moderator feedback from the high water enthalpy near the stuck RCCA, power redistribution and non-uniform corb inlet temperature effects. For cases in which steam generation occurs in the high flux regions of the core, the effect of void formation was also included. It was determined that the reactivity employed in the kinetics analysis was always larger than the reactivity calculated including the above local effects for the statepoints. These results verify conservatism; i.e., underprediction of negative reactivity feedback from power generation.

38 L

l C. Minimum capacility for injection of high concentration ooric acic (20,000 ppm) solution corresponding to the most restrictive single failure in the safety injection system. The Emergency Core Cooling System (ECCS) consists of three systems: 1) the passive accumulators, 2) the low head safety injection (residual heat removal) system, and 3) the high head safety injection (charging) system. Only the safety injection system and the passive accumulators are modeled for the steam line break accident analysis.

The modeling of the safety injection system in LOFTRAN is described in Reference 5. The fl'ow corresponds to that delivered by one charging pump delivering its full flow to the cold leg header. No credit has been taken for the low concentration borated water, which must be swept from the lines 'downsteam of the boron injection tank isolation valves prior to the delivery of high concentration boric acid to the reactor coolant loops.

For the cases where offsite power is assumed, the sequence of events in the safety injection system is the following. After the generation of the safety injection signal (appropriate delays for instrumentation, logic, and signal transport included), the appropriati valves begin to operate and the high head safety injection pump starts. In 13 seconds, the valves are assumed to be in their final position and the pump is assumed to be at full speed. The volume containing the low concentration barated water is swept .into core before the 20,000 ppm borated water reaches the core.

This delay, described above, is inherently included in the modeling.

In cases where offsite power is not available, an additional 10-second delay is assumed to start the diesel generators and to commence loading the necessary safety injection equipment onto them.

D. Design value of the steam generator heat transfer coefficient including allowance for fouling factor.

39

E. Since tne steam generators are proviced with integrai flow restrictors witn a 1.4 square foot throat area, any rupture with a break area greater than 1.4 scuare feet, regardless of' location, would have the same effect on the NSSS as the 1.4 square foot break. The following case has been considered in determining the core power and RCS transients:

Complete severance of a pipe, with the plant initially at no-load conditions, full reactor coolant flow with offsite power available.

F. Power peaking factors corresponding to one stuck RCCA and nonuniform core inlet coolant temperatures are determined at end of core life. The coldest core inlet temperatures are assumed to occur in the sector with the stuck rod. The power peaking factors account for the effect of the local void in the region of the stuck control assembly during the return to power phase following the steam line break. This void in conjunction with the large negative mode'rator coefficient partially offsets the effect of the stuck assembly. The power peaking factors depend upon the core power, temperature, pressure, and flow, and, thus, are different for each case studied.

The analyses assumed initial hot shutdown conditions at time zero since this represents the most pessimistic initial condition. Should the reactor be just critical or operating at power at the time of a steam line break,, the reactor will be tripped by the normal overpower protection system when power level reaches a trip point. Following a trip at power the reactor coolant system contains more stored energy than at no-load, the average coolant temperature is higher than at no-load and there is appreciable energy stored in the fuel. Thus, the acditional stored energy is removed via the cooldown caused by the steam line break before the no-load conditions of RCS temperat'ure and shutdown margin assumed in the analyses are reached. After the additional stored energy has been removed, the cooldown and reactiv'*y insertions proceed in the same manner as in the analysis which assumes no-load condition at time zero.

40

s In addition, since tne initial steam generator water inventory is greatest at no-load, the magnitude and duration of RCS cocidown are more severe than steam line creaks occurring at power.

G. In computing the steam flow during a steam line break, the Moody Curve (4) for f1/D = 0 is used.

Results Table 3 iists the 'imiting statepoints for the worst case. The results presented are a conserva'ive t indication of the events which would occur assuming a steam line rupture since it is postulated that all of the conditions described above occur simultaneously.

Figures 52 through 54 show the RCS ter.nsient and core heat flux following a main steam line rupture (complete severance of a pipe) at initial no-load condition (Case b of FSAR Section 14.2.5).

Offsite power is assumed available so that_ full ceactor. coolant flow exists.

The transient shown assumes an uncontrolled steam release from only one steam generator. Should the core be critical at near zero power when the rupture occurs the initiation of safety injection by low steam line pressure will trip

'the reactor. Steam release from more than one steam generator will be prevented by automatic trip of the fast acting isolation valves in the steam lines by high containment pressure signals or low steam line pressure. Even with the failure of one valve, release is limited to nc more than 10 seconds for the other steam generators while the one generator blows down. The steam line stop valves are designed to be fully closed in less than 5 seconds from receipt of a closure signal . -

As shown in Figure 54, the core attains criticality with the RCCAs inserted (with the design shutdown assuming one stuck RCCA) before boron solution at 20,000 ppm enters the RCS. A peak core power less than the nominal full power value is attained.

41

s i

Ine calculation assumes the ooric acid is mixec witn, anc diluted by the water flowing in the RCS ::rior to entering the reactor core. The concentration after mixing depends upon the relative flow rates in the RCS anc in the safety injection system. The variation of mass flow rate in the RCS due to water den.sity changes is included'in the calculation as is the variation of flow rate in the safety injection system due to changes in the RCS pressure. The safety injection system flow calculation includes the line losses in the system as well as the pump head curve.

A DNB analysis was performed for this case. It was found that all cases haa a minimum DNBR greater than the limit value.

Conclusions The analysis has shown that the criteria stated earlier are satisfied.

Although DNB and possible clad perforation following a steam pipe rupture.are not necessarily unacceptable and not precluded by the criteria, the above analysis, in fact, shows that no DNB occurs for the rupture assuming the most reactive RCCA stuck in its fully withdrawn position.

5.3.12 Ruoture of Control Rod Drive Mechanism Housino (RCCA Ejection)

This accid,ent is defined as the mechanical failure of a control rod r;.echanism pressure housing resulting in the ejection of a RCCA and drive shaft. The consequence of this mechanical failure is a rapid positive reactivity insertion together with an adverse core power distribution, possibly leading to localized fuel rod damage. This accident is discussed further in FSAR Chapter 14.2.6. -

The limiting criteria is described in Reference 11 and summarized below:

A. Average fuel pellet enthalpy at hot spot below 225 cal /g for unirradiated fuel and 200 cal /g for irradiated fuel.

42

r - , l l

l i

B. Average ciac tem::erature at the hot spot below the temperature at wnich I ciad embrittlement may be expected (2700 F).

'C. Peak reactor coolant pressure less than that which~could cause stresses to exceed the faulted condition stress limits.

D. Fuel melting will be limited to less than ten percent 10% of the fuel volume at the hot spot even if the average fuel pellet enthalpy is below the limits of criterion A above, Method of Analysis The calculation of the RCCA ejection transient is performed in two stages, first an ' average core channel calculation and then a hot region calculation .

The average core calculation is performed using spatial neutron kinetics methods to determine the average power generation with time including the various total core feedback effects, i.e., Doppler reactivity and moderator reactivity. Enthalpy and temperature transients in the hot spot are then determined by multiplying the average core energy generation by the hot f channel factor and performing a fuel rod transient' heat transfer calculation.

The power distribution calculated widout feedback is pessimistically assumed to persist throughout the transient. A detailed discussion of the method of

< analysis can be found in Reference 11.

Averaoe Core Analysis r the spatial kinetics computer code, TWINKLE, is used for the average corc transient analysis. This code solves the two group neutron diffusion theory kinetic equation in one, two'or three spatial dimensions (rectangular coordinates) for six delayed neutron groups and up to 2000 spatial points.

The computer code includes a detailed multiregion, transient fuel-clad-coolant heat transfer model for calculation of pointwise Doppler and moderator feedback effects. In this analysis, the code is used as a one dimensional axial kinetics code since it allows a more realistic representation of the 43

l s

spatial effects of ar.ial mocerator feedback and RCCA movement. Hcwever, since the rsdial dimension is missing, it is still necessary to employ very conservative methods (cescribed below) of calculating the ejected rod wortn and hot channel factor. Further description of TWINKLE appears in Section 6.2.1.

Hot Scot Analysis In the het spot analysis, the initial heat flux is equal to the nominal times the design hot channel factor. During the transient, the heat flux hot channel factor is linearly increased to the transient value in 0.1 second, the time for full ejection of the rod. Therefore, the assumption is made that the hot spot before ar.d after ejection are coincident. This is very conservative since the peak after ejection will occur in or adjacent to the assembly with the ejected roa, and prior to ejection the power in this region will necessarily be depressed.

The hot spot analysis is performed using the detailed fuel and clad transient heat transfer computer code, FACTRAN. This computer code calculates the transient temperature distribution in a cross section of a metal clad UO 2

( fuel rod, and the heat flux at the surface of the red, using as input the t

nuclear power versus time and the local coolant conditions. The zirconium-water reaction is explicitly represented, and all material properties are

l. , ,

represented as functions of temperature. A conservative radial power I

distribution is used within the fuel rod.

FACTRAN uses the Dittus-Boelter or Jens-Lottes correlation to determine the film heat transfer before DNS, and the Bishop-Sandburg-Tang correlation (see Reference 12) to de. ermine th'e. film boiling coefficient after DNS. The Bishop-Sanburg-Tong correlation is contervatively used assuming zero bulk i fluid quality. The DNB ratio is not calculated, instead the code is forced l into DNS by specifying a conservative DNS heat flux. The gap heat transfer coefficient can be calculated by the code; however, it is adjusted in order to l

l u t

s l

force the full power steady-state temoerature distribution to agree with tne fuel heat transfer cesign codes. Furtner description of FACTRAN appears in Section 5.2.1.

System Overoressure Analysis Because safety limits for fuel damage specified earlier are not exceeded, there is little likelihood of fuel dispersal into the coolant. The pressure surge may therefore by calculated on the basis of conventional heat transfer from the' fuel and prompt heat generation in the coolant.

The pressure surge is calculated by first performing the fuel heat transfer calculation to determine the average and hot spot heat flux versus time.

Using this- heat flux data, a THINC calculation is conducted to determine the volume surge. Finally, the volume surge is simulated in the LOFTRAN computer code. This code calculates the pressure transient taking into account fluid transport in the RCS and heat transfer to the steam generators. No credi.t is taken for the possible pressure reduction caused by the assumed failure of the control rod pressure housing.

Input parameters for the analysis are conservatively selected on the basis of values calculated for this type of core. The more important parameters are discussed below. Table 4 presents the parameters used in this analysis.

Ejected Rod Worths and Hot Channel Factors The values for ejected rod worths and hot channel factors are calculated using either three dimensional static methods or by a synthesis method employing one cimensional and two dimensional calculations. Standard nuclear design codes

-are-usedintheanalysis. No credit is taken for the flux flattening effects of reactivity feedback. The calculation is performed for the maximum allowed bank insertion at a given power level, as determined by the rod insertion limits. Adverse xenon distributions are considered in the calculaticn to provide worst case results.

i Aporopriate margins are adced to the ejectec rod worth and hot channel factors to account for any calculational uncertainties, including an allowance for nuclear power peaking due to densification.

Power distribution before and after ejection for a " worst case" can be found in Reference 11. During plant startup physics testing, ejected rod worths and power distributions are measured in the zero and full power configurations and compared to values used in the analysis. Experience has shown that the ejected rod worth and power peaking factors are consistently overpredicted in the analysis.

Reactivity Feedback Weichtino Factors The largest temperature rises, and hence the largest reactivity feedbacks occur in- channels where the power is higher than average. Since the weight of a region is dependent on flux, these regions have high weights. This means that the reactivity feedback is larger than that indicated by a simple channel analysis. Physics calculations have been carried out for temperature changes with a flat temperature distribution, and with a large number of axial and radial temperature distributions. Reactivity changes were compared and effective weighting factors determined. These weighting factors take the form of multipliers which, when applied to single channel feedbacks, correct them

, to effective whole core feedbacks for the appropriate flux shape. In this analysis, since a one dimensional (axial) spatial kinetics method is employed, axial weighting is not necessary if the initial condition is made to match the ejected rod configuration. In addition, no weighting is applied to the moderator feedback. A conservative radial weighting factor is applied to the l

transient fuel temperature to obtain an effective fuel temperature as a function of time acc.ounting f'or. the missing spatial dimension. These weighting factors have also been shown'to be conservative compared to three dimensional analysis.

Moderator and Doooler Coefficient The critical boron concentrations at the beginning of life and end of life are adjusted in the nuclear code in order to obtain moderator density coefficient l

46

curves whicn are conservative compared to actual design conditions for the plan . As discussed above, no weighting factor is applied to these results.

The Doppler reactivity defect is determined as a function of power level using a one dimensional steady-state computer code with a Doppler weighting factor of 1.0. The Doppler weightino factor will increase under accident conditions, as discussed above.

Delayed Neutron Fraction, B,ff Calculations of the effe'ctive delayed neutron fraction (S,ff) typically yield values no less than 0.70% at beginning of life and 0.50% at end of life. The accident is sensitive to S,ff if the ejected rod worth is equal to or greater than S,ff as in zero power transients. In order to allow for future cycles, pessimistic estimates of S,ff of 0.55% at beginning of cycle and 0.44% at end of cycle were used in the analysis.

Trio Reactivity Insertion The trip reactivity insertion assumed is given in Table 4 and includes the effect of one stuck RCCA adjacent to the ejected rod. These values are reduced by the ejected rod reactivity. The shutdown reactivity was simulated I

by dropping a. rod of the required worth into the core. The sta-t of rod motion occurred C.5 seconds after the high neutron flux trip point is reached before significant shutdown reactivity is inserted into the core. This is particu'larly important conservatism for hot full power accidents.

~

The minimum derign shutdown margin available for this plant at hot zero power (HIP) may be reached only at end of life in the equilibrium cycle. This value includes an allowance for the worst stuck rod, an adverse xencn distribution, conservative Doppler and moderator defects, and an allowance for calculational uncertainties. Physics calculations have shown that the effect of two stuck RCCAs (one of which is the worst ejected rod) is to reduce the shutdown by about an additional 1% Ak/k. Therefore, following a reactor trip resulting 47

l r -

l i l from an RCCA ejection accident, tne reactor will be subtritical when the core returns te HIP.

Depressurization calculations have been performed assunting the maximum possible size break (2.75 inch diameter) located in the reactor pressure vessel head. The results show a rapid pressure drop and a decrease in system water mass due to the break. The emergency core cooling system (ECCS) is actuated on the coincidence of low pressurizer pressure and level within one minute after the break. The RCS pressure continues to drop and reaches saturation (1100 to 1300 psi depending on the system temperature) in about two to three minutes. Due to the large thermal inertia of primary and secondary system, there has been no significant decrease in the RCS temperature below noload by this time, and the depressurization itself has caused an increase in shutdown margin by about 0.2% ak/k due to the pressure coefficient. The cooldown transient could not absorb the available shutdown margin until more than 10 minutes after the break. The addition of highly borated (20,000 ppm) safety injection flow starting one minute after the break is much more than sufficient to ensure that the core remains subcritical during the cooldown.

Reactor Protection

! Reactor protection for a rod ejection is provided by high neutron flux trip (high and low set. ting ) and high rate of neutron flu.. increase trip. These I protection, functions are part of the reactor trip system. No single failure of the reactor trip system will negate the protection functions recuired for the rod ejection accident, or adversely affect the consequences of the acc.ident.

Results .

Table 4 summarizes the results. Cases are presented for both beginning and end of life at zero and full power.

I 48

. so A. Beginning of Cycle, Full Power Control Bank D was assumed to be inserted to its insertion limit. The worst ejected rod worth and hot channel factor were conservatively calculated to be 0.17% Ak/k and 6.8 respectively. The peak clad average temperature was 2415*F. The peak spot fuel center temperature reached melting, conservatively assumed at 4900 F. However, melting was restricted to less than 10% of the pellet.

B. Beginning of Cycle, Zero Power For this condition, Control Bank D was assumed to be fully inserted and banks B and C were at their insertion limits. The worst ejected rod is located in Control Bank D and has a worth of 0.75% Ak/k and a hot channel factor of 12.0. The peak clad average" temperature reached 2527 F, the fuel center temperature was 4021*F.

C. End of Cycle, Full Power Control Bank D was assumed to be inserted to its insertion limit. The ejected rod worth and hot channel factors were conservatively calculated to be 0.20% ak/k and 7.1 respectively. This resulted in a peak clad average temperature of 2316 F. The ceak hot spot fuel center temperature reached melting at 4800 F. However,' melting was restricted to less than 10% of the pellet.

D. End of Cycle, Zero Power The ejected rod worth and hot channel factor for this case were obtained assuming Control Bank D to be fully inserted and banks B and C at their insertion limits. The results were .80% ak/k and 20.0 respectively.

The peak clad average and fuel center temperatures were 2690 F and 4144 F. The Doppler weighting factor for this case is significantly higher than for the other cases due to the very large transient hot channel factor.

49

s ine nuclear power anc not spot fuel and clad temperature tronsients for two cases (end of life full power and end of life zero power) are presented in Figures 55 through 55.

The ejection of an RCCA cons'titutes a break in the RCS, located in the reactor pressure vessel head. The effects and consequences of loss of coolant accidents (LOCA) are discussed in subsection 6.0 of Attachment B. Following the RCCA ejection, the operator would follow the same emergency instructions as for any other LOCA to recover from the event.

Pressure Surce A detailed calculation of the pressure surge for an ejection worth of one dollar at b'eginning of life, hot full power, indicates that the peak pressure does not exceed that which would cause stress to exceed the faulted condition stress limits (11) Since the severity of the present analysis does not exceed the " worst case" analysis, the accident for this plant will not result in an excessive pressure rise or further damage to the RCS.

Lattice Deformations A large temperature gradient will exist in the region of the hot spot. Since the fuel rods,are free to move in the vertical direction, differential expansion ,between separate rods cannot produce distortion. However, the temperature gradients across individual rods may produce a differential expansion tending to bow the midpoint of the rods toward the netter side of the. cod. Calculations have indicated that this bowing would result in a negative reactivity effect at the hot spot since Westinghouse cores are ur.dtr-moderatec, and bowing will tend to increase the uncer-moceration at the j hot spot. In practice, no significant' bowing is anticipated, since the structural rigidity of the core is more than sufficient to withstand the i forces produced. Boiling in the hot spot region would produce a net flow away

[

from that region. However, the heat from the fuel is released to the water relatively slowly, and it is considered inconceivable that cross flow will be l

l l 50 L

s sufficient to procu:e significant lattice forces. Even if massive anc rapid boiling, sufficient to Jistort the lattice, is hypothetically postulated, the large void fraction in the hot spot region would produce a recuction in the total core mcderator to fuel ratio, and a large reduction in this ratio at the hot spot. The net effect would therefore be a negative feedback. It can be concluded that no conceivable mechanism exists for a net positive feedback resulting from lattice deformation. In fact, a small negative feedback may result. The effect is conservatively ionored in the analysis.

Conclusions Even on a pessimistic basis, the analyses indicate that the described fuel and clad limits are not exceeded. It is concluded that there is no danger of sudden fuel dispersal into the coolant. Since the peak pressure does not exceed that which would cause stresses to exceed the faulted condition stress limits, it is concluded that there is no danger of further consequential damage to the RCS. The analyses have demonstrated the fission product release ,

as a result of fuel rods entering DNB is limited to less than 10% of the fuel rods in the core.

0 p

51

)

i REFERENCES

1. Bordelon, F. M., et. al., " Westinghouse Reload Safety Evaluation

~

Methodology," WCAP-9273, March, 1978.

2. Chelemer, H., Boman, L. H., Sharp, D. R., " Improved Thermal Design Procedures," WCAP-8567, July, 1975.
3. E11enberger, S. L. , et. al . , " Design Bases for the Thermal Overpower AT and Thermal Overtemperature AT Trip Functions," WCAP-8746, March, 1977.
4. Hargrove, H. G., "FACTRAN - A FORTRAN-IV Code for Thermal Transients in a UO Fuel Rod," WCAP-7908, June, 1972.

2

5. Burnett, T. W. T. , et. al . , "LOFTRAN Code Description," WCAP-7907, October, 1972. .
6. Barry, R. F. , " LEOPARD - A Spectrum Dependent ,Non-Spatial Depletion Code for the IBM-7094," WCAP-3269-26, September, 1963.
7. Barry R. F. , and Altomare, S., "The TURTLE 24.0 Diffusion Depletion Code," WCAP 7213-P-A (proprietary) and WCAP-7758-A (nonproprietary),

February, 1975.

8. Risher, D. H. , Jr. , and Barry, R. F. , " TWINKLE - a Multi-Dimensional Neutron Kinetics Computer Code," WCAP-8028-A, January,1975.
9. Rahe, E. P. , Letter to C. H. Berlinger (NRC), NS-EPR-2545, " Dropped Rod Methocciogy for Negative Flux Rate Trip Plants," January 20, 1982.

52

REFERENCES (Continued)

10. Hollingsworth, S. D. and Wood D. C., " Reactor Core Response to Excessive Secondary Steam Releases," WCAP-9227, January,1978.
11. Risher, D. H. , Jr., "An Evaluation of the Rod Ejection Accident of Westinghouse Pressurized Water Reactors Using Spatial Kinetics Methods," WCAP-7588, Revision 1A.
12. Bishop, A. A. , Sandberg, R. 0. , and Tong, L. S. , " Forced Convection Heat Transfer at High Pressure After the Critical Heat Flux," ASME 65-HT-31, August, 1965.
13. Hochreiter, L. E., " Application of the THINC-IV Program to PWR Design," WCAP-8195, October 1973.
14. Hochreiter, L. E., H. Chelemer, and P. T. Chu, "THINC-IV An Improved..

Program for Thermal-Hydraulic Analysis of Rod Bundle Cores,"

WCAP-7956, June 1973. .

O e

e 53

~

l TABLE 1 l

l NON-LOCA ACCIDENTS REANALYZED FOR TRANSITION TO WESTINGHCUSE OFA FSAR SECTION ACCIDENT 14.1.1 Uncontrolled RCCA Withdrawal from a Subcritical Condition 14.1.2 Uncontrolled RCCS Withdrawal at Power 14.1.3 RCCA Misalignment 14.1.4 RCCA Drop 14.1.5 Chemical Volume and Control System Malfunction 14.1.6 Loss of Reactor Coolant Flow (including Locked Rotor Analysis) 14.1.8 Loss of External Lead 14.1.9 Loss of Normal Feedwater 14.1.1Q Excessive Heat Removal Due to Feedwater System Malfunction 14.1.11 Excessive Load Increase Incident .

14.1.12 Loss of All A.C. Power to the Station Auxiliaries 14.2.5 Rupture of a Steam Pipe 14.2.6 Rupture of a Control Rod Drive Mechanism Housing (RCCA Ejection) 54

r n e r ) i w

-s r m o wte n n p onw reo d

n i

s i

m  %

i p a . 0 rc )

d n

d n

2 ei% )

a a lptr/m2 3  ;

pco n oop i

( (

x a

A

/

A

/

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x n a i x

a c

m p

DC( m m N N m m mm m 0

0 2 0

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r 5 r oe e zr) n w iuA o o rsI i p e

isS t seP c  %

sr( 0 0 0 0 0 0 0 0 e 0 eP 5 5 5 5 5 8 5 5 S 1 r 2 2 2 A 2 2 2 2 2 P 2 2 2 N 2 2 2 2 2 e  ;

e m S c p

e 1 r . . . o u 5 dr r t 6 ee e ea 5 nw io Z

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7 7 1 7 7 x%

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VAT 5 5 N 5 5 5 5 5 r

ei e f

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( 82' 8: te ll 1 3 ah 2 aat 2 rw %

i mu / d e .o E t rp 0 5 5 n 5 5 8: 5 5 pQQr L i et 2 2 a 21 2 9 2 2 . m58e l

l nhu 8: 8: 84 8: 8: e36z A ItO 83 3 0 83 3 3 3 3 t00 T

e00:

g d a++e r s o e80u dl r v1 18 eanu a s v m gd . 09i

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la nr dn s d cw ro eL ip r m lcws o c wppl0 cac ea) ri e t ldn L i oppa3 poor iDb lH1 eH l oI xl r o eo l e

l un l ( t Fi eat N eei p D D g; s

t oySo el i oyr rl e syul lon ro rt fio c

f ivft c vt in A p e l mmtc em i

tbat tbw lb ti on orn o son se puunp

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nsro nst os ni ooo ol u o xua xn uiah8 .

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m*

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C O

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CC C

& 2 c 0) N CE -O

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  • =

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P= *= x gt eOEw *= C &

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><>= A 'A e C O C- C 6 w Ce C 3- *J L =

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W>d C C C 6C >

a ad MC2 Z C- 6 -

U =6 C l = w & *a O f =- C4 C a r: 44

-E

-LU C% 6) 34 C O

-0 1006 w .46 L CD e EceC

= c e* m  : N CmwN e

N C: : @  : .

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  • =

6 et C CCC T-0C 6

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- C c. a e m 6eC 6 6 - - aoC6 C ** - C CC- a C C m ..

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a wwww 56

TABLE 3 1.lHITING SIEAHl.lNE DREAN STATErolNT ~

DOUBLE [ilDED RUPIURE INSIDE CONTAINMENT Wlill 0FFSITE POWER AVAILAnLE Time P re s seiro llen t. I itex lealot Temp Flow Boron Reactivity Density Sec Pala fraction Co l ti llo t. . Frac PPM Per Cent GM/CC 62.20 775. 053 3 fai . 8s 8s69. 8s 1.00 79.0 .059 . 88:9 G

/

4 TABLE 4 PARAMETERS USED IN THE ANALYSIS OF THE RCD CLUSTER CONTROL ASSEMBLY EJECTION ACCIDENT HZP HFP- HZP HFP Time in Life Becinning Becinning End End Power Level (%) 0 102 0 102 Ejected Rod Worth 0.75 0.17 0.8 0.2

(%Ak)

Delayed Neutron 0.0055 0.0055 0.0044 0.0044 Fraction (%)

Feedback Reactivity 2.071 1.30 2.755 1.30 Weighting Trip Reactivity (%Ak) 2. 4. 2. 4.

F Before Rod Ejection q

2.50 2.50 2.50 2.50 F After Rod Ejection q

12. 6.8 20. 7.1 .

l Number of Operational 2. 4. 2. 4.

Pumps Maximum Fuel Pellet Aver- 3472. 4216. 3630. 4092.

age Temperature ( F)

Maximum Fuel Center 4021. 5016. 4144. 4923.

Temperature ( F,)

Maximum Clad Average 2527. 2415. 2690. 2316.

Temperature ( F)

Maximum Fuel Stored 147.2 185.8 152.2 179.2 Energy (cal /gm)

, Fuel Melt in Hot O. <10 0 <10 Pellet, % -

58

. g .

t i  ;  ;

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3 0000 -- -.

2.0000 -- -.

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.02000 -- -.

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x .60000 -- --

w 3

7 w"-

.40000 -- --

l .20000 -- --

0.0 c j  ;  ; g, a l

8 8 8 8 8 8 l s 3 5 d d d N TIME (SE.C)

~

FICURL..__ 1 ROD WITHDRAWAL FROM SUBCRITICAL NUCLEAR POWER AND HEAT FLUX VERSUS TIME

l 220].3 .  : .

2C03. J -- --

1750.J -- --

u FUEL 5 1503.0 -- --

Q ce Y

z 1253.3 -- --

W 1000 C2 -- --

I l 750.0: -- CLAD i

J 50:i C; ;

e o o e e -

8 8 8 8 8 5 6 *. b k- ,

$ Y T!vE (SEC) l l

l i FIGURE 2 l

RCD WITHDRAWAL FROM SUBCRITICAL FUEL AVERAGE AND CLAD TEMPERATURE VERSUS TIME l

l i

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1.4000 :  ;  ;  ;  ; ' l 3 1 2 1.2500 + + E z b 1 0000 # + E Q 75000 + + 5_ m .50000 + + T 2 ej 25000 + + b M d ' 0.0  :  !  ! E E E E E 8 o S 8 8 9 .9 9 6 4 W 4 2 $ 2 TIME (SEC) l - . l FIGURE 4 , R00 WITHDRAWAL AT POWER FULL POWER, 80 PCM, MINIMUM REACTIVITY FEEORACK NUCLEAR POWER VERSUS TIME l

l l I 2600.0  :  :  :  :  ; 4

                 -   2500.0 -   -

5

                 $ 2400.0 --                    .

y 2300.0 - - W a. 2200.0 -- .

                 $ 2100.0 --                                                             t E                                                                        i S' 2000.0 --                                                             }.

0 , E 1900.0 -- h i 1800.0 ' ' ' ' 1400.0  : ,  :  :  : 4

1300.0 - -

E 1200.0 -- N ..

                 $   !!00.0 --                                                          ..

5 1000.00 -- .. E 900.00 -- . .. 5

                 ~

E 800.00 -- .. S O 700.00 -- __ E S00.00  : E E E E E 8 o a E 8 a o a 4 W a 2 2 a TIME (SEC) FIGURE 5 ROD WITHDRAWAL AT POWER FULL POWER, 80 PCM, MINIMUM REACTIVITY FEEDBACK PRESSURIZER PRESSURE AND WATER VOLUME VERSUS TIME i l l . , - - . __. . - - . .

420.00  :  : C. u 610.00 - -

                                                                          +

E w 600.00 - -

                                                                         +
    . Si 7   590.00 --                                                     +

5 E 580.00 - -w W O 570.00 - - 5 W 560.00 - - M 550.00 - - 8 540.00 ' ' ' - - 4.0000 - 3.5000 -- -- 3.0000 - -

        =

9 2.5000 - o 2.0000 - - 1.5000 - - -- 1.0000  :  :  :  : 8 8 8 8 8

                   =        $           8                            9 o        4           W         4             2    2   C TIME        (SEC)

FIGURE 6

,                              R00 WITHDRAWAL AT POWER FULL POWER, 80 PCf1, MINIMUM REACTIVITY FEEDBACK CORE AVERAGE TEMPERATURE AND DNBR VERSUS tit 1E
  -     :,                                                                                     l l
I
                             !.4000     '

a f; 1.2500 + .r 5 x b; 1.0000 .5 _5 Q .75000 - - E_ m 5000' O -- .. 8 a. g 25000 + ..

  • 0.0  : t . . . __ -

8 8- 8 8 8 o 9 9 9 o o o S 8  %  ? S TIME (SEC) FIGURE 7 R0D WITHDRAWAL AT POWER FULL POWER, 2 PCM, MINIMUM REACTIVITY FEEDBACK NUCLEAR POWER VERSUS TIME

      , , - - - y                    , _ _ - - -.    -    _

t 2600.0  ;  ; , 2500.0 - -- 5

                $ 2400.0 -    -                                            --

M 2300.0 - - - -- 5 w

               'M    2200.0 --                                                -

a.

                @ 2100.0 --

E 5 2000.0 - - -- O E 1900.0 - - -- 1800.0 1400.0 l l l l A -- 3 1300.0 -- C_ 1200.0 -- Y 1100.0 -- 5 1000.00 -- E 900.00 -- 5

                ~                     .

E 800.00 -- 5 y 700.00 -- -- a. 600.00  ;  ;  ; a 8 8 8 8 8 2 5 d i d 5 TIME (SEC) l l FIGURE 8 kOD WITHDRAWAL AT POWER l FULL POWER, 2 PCM, MINIf1UM REACTIVITY FEEDBACK PRESSURIZER PRESSURE AND WATER VOLUME VERSUS TIME l

620.00  :  :  :  : --- 9

     $ 610.00 -    -                      -                     --

e w 600.00 - - -- 3 4 590.00 - - -- 5

     $ 580.00 --                                                --  -

w

     $ 570.00 -    -                                            --

5 560.00 - - -- y 550.00 -- -- u 540.00  :  :  :  : 4.0000 ' L 3.5000 + -- 3.0000 + -- e 9 o 2.5000 + + 2.0000 + + 1.5000 + + 1.0000 '.

                            ;          ;           ;       ;    4
         ~

8 8 8 8 8 5 5 $ $ $ $ TIME (SEC) FIGURE 9 ROD WITHDRAWAL AT POWER FULL POWER, 2 PCM, MINIMUM REACTIVITY FEEDBACK CORE AVERAGE TEMPERATURE AND DNBR VERSUS TIME 1

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                                                       .j l I I lllillllllllllilillllillMEllill ll 2

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                                                   .3       .8 3.9 REACTIVITY INSERTION RATE (PCN/SEC)                                                  ~.

CORE IIEAT FLUX NUCLEAR POWER _i (FRACTIONOFHOMINAL) (FRACTION OF NOMINAL) 4 "o z

    ?Sr-
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                             ,V                                 --

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     $W v   w g             ' 510     -                                        -

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     <               490
                                     @        8        8           8
a 8 8  !!

TINC ($Et)

                  ~2400.#

2300.0 - N .

     $              2200.0   -

5; O g _ 2100.0 - - 5 $ U S 2000 0 - g- . g 1900.0 - c-1800.0 j 8 8 8

  • a 8 8 8
                           .         o        -        -            ~

ilME (SEC: FIGURE 14 AVERAGE COOLANT TEMPERATURE AND PRESSURIZER PRESSURE VERSUS TIME FOR A TYPICAL RESPONSE TO A DROPPED RCCA(S) IN AUTOMATIC CONTROL

t 1.2000 0 . 1.(XX30

  • 2 I ..

g .30000 * - z r 5 .s0000 - - b w

                                                    .40000 *         -
                                                                                                                         .r l

8 d -- W .20000 4 - 8 0.0 l-o .o e 6 I 8 8 8 o 8 o o o . N e' w e O N TIME (SEC) FIGURE 15 CORE FLOW COASTDOWN VERSUS TIME, COMPLETE LOSS OF FLOW i

t 1 2000 - l

          ~                                                                                              l W                1.0000                                                                 --

5 5

          =

g .80000 - - -- v E .60000 - - -- E w 2 e

                          .40000 - -                                                              --
          =

b M

          =                 20000 - -                                                             --

0.0  :  :  : 2900.0 ' < ; ' ' 2700.0 - - -- 2 2600.0 - - -- G E 2500.0 - - -- w j 2400.0 - - -- 0 2 2300.0 + -- 5 2 2200.0 + - -- 5E rn 0 2100.0 + -- 2 2000.0 + -- 1900.0 + - -- 1800.0 L  ; f f f e o o o e o C O C C C C o = , m = . l TIME (SEC) FIGURE 16 ! NUCLEAR POWER AND PRESSURIZED PRESSURE VERSUS TIME, COMPLETE LOSS OF FLOW 1 1 -- . _ - . . . .

i L F~n5 v - A N I M O N F Fao x 0 C A R F X

                 +                                                                              :

U L F T A  : E l l L E N N A " ,ao +  : H C E G A R E V + i A

                            -             -                        -                   -          r g,              -

L A N "l  ; I M O N F  ; 0 C A R F X  ;  ; U L - F _ T A E l l

          ' ,Bo  ;                                                                               ;

T O P _ S T _ 0 l I

          'Eo    ;

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                                                         'r n;Ecwm ~"

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                                                                                     ~
                                                   -f       j,ll             '
                                                                               ;il        J i

2.4GIO l  ;  :  :  : 2.2000 + .- 2.0000 - > - - a: g 1. 8000 - - -- 1.6000 - - -- 1.4000 - - -- 1.2000 0

  • E E o -

h E '? 4 a e a . S TIME (SEC) FIGURE 18 DNBR VERSUS TIME, COMPLETE LOSS OF LOW

m t 1.2000 l 1.0000 -- d z 5 z 80000 - - - La. o W g .60000 - - -- 3 d g .40000 < - 8

          .2o000 -   -
                                                       ;        l 0.0      ,

1.2000  :  : l -- j 1.0000 - 5 5

   =

u-C

          .80000 - -

U g .60000 - - d 8 o --

   '      .40000 - -

S 5 \ E --

          .20000 - -

0.0 e e e e o o e 8 o e e o o e o e o e o o 4 4 e = - l 6 l TIME (SEC) FIGURE 19

        - - _ _ __ ?     ?_ f .

' l i 1.2000 ,  : i i 1.0000 -. E h g 80000 - - -- v E .60000 - - -- a 5 a

        .40000 - -

a M 5 .20000 - -

0. 0 -  :

2800.0 '  :  :  :  : 2700.0 - -

    ,   2600.0 -    -
    ~

2500.0 - - u o -- N 2400.0 - - u c_ ' ' g 2300.0 - f _~ -- E 2200.0 - - M

    $ 2100,0 -       -

l 2000.0 - - 1900.0 - - l 1800.O  !  : y  ; 6 h ko 8 8o E o o o g o 4 4 d = - TIME (SEC) FIGURE 20 NUCLEAR POWER AND PRESSURIZER PRESSURE VERSUS TIME, PARTIAL LOSS OF FLOW 1/4

t 1.2000  : d 5 5 z 1.0000 - u. o W E 80000 - - E d e- -- 5 60000 - -

     =

d E - - 5 .40000 - - c d E -- W

        . 20000 - -

l 0.0  : l 1.2000  :  ;

     $ 1.0000 E

E

u. --

o .80000 - - U E x --

     = .60000 -     -

u-G l E - -- l

     ,_ .40000 -    -

2 m

     = .20000 -     -

00 o o c o C c o o e o o o o g 6 c3 J J e l l  : TIME (SEC) FIGURE 21 AVERAGE CHANNEL Atl0 HOT SPOT HEAT FLUX VERSUS TIME, PARTIAL LOSS OF FLOW 1/4

l

a. 00  :  :  :  :

2.2000 - - -- . . 2.0000 - - as . g i. 000 1.6000 - - 1.4000 - - 1.2000 8 e 8 e d a <u

                                    ,.             m             =  -

TIME (SEC) FIGURE 22 DNBR VERSUS TIME, PARTIAL LOSS OF FLOW 1/4

t 1 2000 = 1.0000 - - a --

s .80000 - -

t~ E

u. --

o .60000 - - M E 8 40000 - - d o u 20000 - - 0.0 m  : - 1.2000  :  ; l 1.0000 - - -- l - d 5 5 a 75000 - - E a i g .50000 --[ -- 5 3 d .25000 - - -- S S 0.0 C E u.

                         .25000 -   -
                         .40000                                  o              6             e    o      b Q              C             C    C      Q e              e             e    e      o e                              o              o             e    o      O o

na e e m - TIME (SEC) FIGURE 23 CORE AND FAULTED LOOP FLOW VERSUS TIME, 1/4 LOCKED ROTOR

1 t l l 2850.0 2750.0 -- 2650.0 --

   -            2550.0 5

m -- S. 2450.0 -- - U -- l 3 2350.0 -- C E 2250.0 -- 2150.0

                                                                                        ~~

2050.0 1950.0 1850.0 e

                                                                              -o o

e o o o o

                         *             *
  • e a ~ - w a -

TIME (SEC) FIGURE 24 l 1 REACTOR PRESSURE VERSUS TIME, 1/4 LOCKED ROTOR e

      ~ ~ - - -        r  nv- -, -           , ,, _- . . - -.

t 1.2000 Q t.0000 . 2 i - CC000 a h .60000

                      =

5 . 0000 - E

                      =
                      } .40000 0.0 t.2000 1.0000 S

E l .80000 - , Q .60000 - E j.0000- . 4 20000 .

0. 0 l

t.2000 1.0000 - 5* E j 80000 3 Q 60000 - I $

                      ,j      0000  -

U 20000 -- f

0. 0 j

o l

                                          ~

H H l  ! o TIME (SEC) FIGURE 25 l NUCLEAR POWER, AVERAGE CHANNEL, AND HOT SPOT HEAT FLUX VERSUS TIME, 1/4 LOCKED ROTOR

I 1 l 1 3000 0  ; 2500.0 - - -- C e ltf

 ~~

2000.0 - - I w as I_ 1500.0 - - E d 1000.00 - 500'.00 8 8 8 a 8 8 d 4  ; . TIME (SEC) FIGURE 26 CLAD INNER TEMPERATURE VERSUS TIME, 1/4 LOCKED ROTOR

1. M z

1.0000 - u

 @j       .80000 -  -

z 5 8= [ .60000 - -

a. w --
 ,o       .40000 -  -

b v .20000 - - m z 0.0 .

1 2600.0  :  :  :

2500.0 - - + S 2400.0 - - m E a. 2300.0 - -

 ~
 ~ ~

2200.0 - - o 2100.0 - - e "

  • 2000.0 - -
 =                                                                        .

1900.0 - - 1800.0  :

: i 5.0000  :  :
                                                                                     +

4.5000 - -

                                                                                     +

i 4.0000 - - 1

                                                                                      +

3.5000 - -

     =
  • i 3.0000 - -

a '- 2.5000 - - -

                                                                                       ~~

2.0000 - - s . 1.5000 - - l 1.0000 o o f i e e o o o a o o o o 6

  • o o o o o - w =

a ~ TIME (SEC) l FIGURE 27 NUCLEAR POWER, PRESSURIZER PRESSURE, AND DNBR VERSUS TIME FOR LOSS OF LOAD MINIMUM REACTIVITY FEEDBACK UITH PRESSURIZER SPRAY AND PORV's

t 600.00 '  :  : E 590.00 - - 2<

 $         $80. 00 -    -
  $C                                                                              "

W $ 570.00 - - O* W 560.00 - - w " ' E w 550.00 - - 540.00  :  :  : 640.00 -- Y S "

  =

620.00 - - w I " y- 600.00 - - w o t

  "8 5 -       580.00 -

w w 560.00 - - l 5 1 l 540.00  : l 1600.0 ' ' Ym 1500.0 - - 8> 1400.0 - -

   =-       1300.0 -       -

WO

   < w      1200.O d 2 "                                                                              "

1100.0 - - O~=5 1000.00 - j9 900.00 W - 800.00 * - w " l f 700.00 4 - 600.00 ; f 5 o 5 o o o o o o o o o . o o o o e o a ~ - w = l i TIME (SEC) FIGURE 28 CORE INLET TEMPERATURE, CORE AVERAGE TE"PEPATURE, AND PRESSURIZER WATER VOLUME VERSUS TIME FOR LOSS OF LOAD, filNIMUM REACTIVITY FEEDBACK WITH PRESSURIZER SPRAY Atl0 PORV's

S 1.2000  ; ,

 =                                                                                          l l

1.0000 - v Ej .80000 - -

     =

5$ .60000 - - E=

a. w --

o .40000 - - w -- d .20000 - - 2 z L 0.0  :  ; , . 2600.0 1  :  ;  ;  :

 ,            2500.0 -    -                                                        ..

E S 2400.0 < - -- m { , 2300.0 < - -. [

 $ g< 2200.0 -            -                                                         ..
 ~

E~ m 2100.O < - .. m

  • 2000.0 < -

x 1900.0 - - 1800.O ;  ; 5.0000 L  :  : 4.5000 - - 4.0000 - - 3.5000 - -

     =                                                                              --

E 3.0000 - - o -- 2.5000 - - 2.0000 - - 1.5000 - - 1.0000 t f f  ; y a e e o e o o o o o c

  • o e o e e, m = -
                        .           ~

TIME (SEC) FIGURE 29 NUCLEAR POWER, Fi<ESSURIZER PRESSURE, AND DNBR VERSUS TIME FOR LOSS OF LOAD, MAXIMUM REACTIVITY FEEDBACK WITH PRESSURIZER SPRAY AND PORV's

600.00  : E 590.00 - - -- B

 $            580.00 - -
 $C                                                                                 -   -

W$ 570.00 - - Ce - -

 $            560.00 - -

w - - E v 550.00 - -

            .540.00                 :             :

640.00 '  :  :  : l E E. --

 =

620.00 - - 2 I - gc 600.00 - - w L2 o w 59 w 580.00 - d - ua 560.00 - - 8 v 540.00  : . 1500.0 '

  .a z            1400.0 -   - -

3 o 1300.0 + -

  =g           1200.0 d
  -w                                                                                    --

jd 1100.0 - - c: w = M 1000.00 - - US g- 900.00 - - l

  $            800.00 -   -

! w g 700.00 - - 600.00 ;  ; f c & e o o o o o o o o o l C e o e o m S 1 o eu e w - TIME (SEC) FIGURE 3G CORE INLET TEMPERATURE, CORE AVERAGE TEMPERATURE, AND PRESSURIZER UATER VOLUME FOR LOSS OF LOAD, '4AXIMUM RCACTIVITY FEEDBACK, WITH PRESSURIZER SPPAY AND PORV's

f 1.2000 x 1.0000 - -- Ej 80000 - - -- a

    $E       .60000 -   -                                                           --

E=w a. o .40000 - - " Lee d 20000 - - -- E N 0.0 ,  ; . . 2600.0 l-  :  :  :  :

    ,        2500.0 -     -                                                         --
    =

5 w 2400.0 - - -- E

a. 2300.0 + --

5

    ~
        $    2200.0 s     -                                                        "

E~

s 2100.0 - - "

e

  • 2000.0 - - "
    =

1900,0 - . -- 1800.0 ;- .  : 5.0000 l . 4.5000 - - 4.0000 - - 3.5000 - -

        =

3 o 3.0000 - - 2.5000 - - 2.0000 - - 1.5000 - - 1.0000 f f 5 o 5 o e o o e o o o o a C o o o o o, . = -

                     .            ~

TIME (SEC) FIGURE 31 NUCLEAR POWER, PRESSURIZER PRESSURE & ONBP VERSUS TIME FOR LOSS OF LOAD MINIMUM REACTIVITY FEEDBACK WITHOUT PRESSURIZER SPRAY & PORV's

s 600 00 ' e 590.00 - - -- B 5 m - 580.00 - - -- I T We 570.00 - - -- 05 y 560.00 - - -- w 8 v 550.00 - - -- 540.00  :  : . 640.00  :  ;  ;  ; Y

  ?

a: 620.00 - - "- w I g- 600.00 - - -- w e T 5 - 8 580.00 - -- ua 560.00 - - -- 8 v 540.00  ;  ; . 0 1400.0  ;  ;  ;  ; w

  $         1300.0 -  - -                                                         "

o

  >         1200.0 -  -                                                           "

5- 1100.b- - Qd 2 " 1000.00 - -

                                                                                  ~~

a: M E 900.00 - l 2 td 5 800.00 - - w E a. 700.00 - - 600.00 f 5 o 5 e 5 o o o o o o o e a

  • e e o o a ~ o, w =

TIME (SEC) FIGURE 32 CORE INLET AND CORE AVERAGE TEMPERATURE, PRESSURIZER WATER VOLUME VERSUS TIME FOR LOSS OF i LOAD MINIMUM REACTIVITY FEEDBACK WITHOUT PRESSURIZER SPRAY AND PORV's 1

f 1.2000 '  :

   =

1.0000 - O E

   ~   <C .80000 -

z

       ~

5z .60000 - - o 3 2

   *8       .40000 -   -

f

   =
            .20000 -   -

L l 0.0  :  : . . 2600.0 m 2500.0 - - E 3 m 2400.0 - - -- E a-2300.0 - - -- 5 ;<;; 2200.0 - - --

   ~
       ~

j 2100.0 - - -- e E 2000.0 - - -- 1900.0 - - 1800.0  :  ;  : 5.0000  : 4.5000 - - g,0000 - . 3.5000 - - E " 3 o 3.0000 - - 2.5000 - - 2.0000 - - 1.5000 - - 1.0000 f f e e e o o o o o e o e o e I

  • d 6 o o o
                                                -               w       =

a ~ TIME (SEC) FIGURE 33 NUCLEAR POWER, PRESSURIZER PRESSURE AND DNBR VERSUS TIME FOR LOSS OF LOAD MAXIMUM REACTIVITY FEEDBACK, NO PRESSURIZER SPRAY OR FORV's

600.00 - l 1 y 590.00 - - -- Q

   $        580.00 -      -                                                          --
   $C W5       570.00 -      -                                                          --

O$

   $        560.00 -      -                                                          --

w 5 w 550.00 - - -- 540.00  :  :  : 640.00  : w - E E 620.00 - - -- 5 t Wc w 6 600.00 - - -- I"W- 580.00 - -- , w 560.00 - - " l 8 w 540.00 , ' l 1400.0  :  :  :  : w

   @        1300.0 - -                                                               --

8> 1200.0 - --

  $$        1100.0 - -                                                               --

2 t:t 1000.00 - - ~ a: M

 -2 3       300.00 - -                                                               --

E 5:! 3

  <a 800.00 - -                                                               **

E a. 700.00 -> " 600.00  ; i 4 5 e e o 8 e e o e o o e

                        ?

a o m o,

  • w
                                                                                  =

TIME (SEC) FIGURE 34 CORE INLET, AND CORE AVERAGE TEMPERATURE, PRESSURIZER WATER VOLUf1E VERSUS TIME FOR LOSS OF LOAD MAXIMUM REACTIVITY FEEDBACK, NO PRESSURIZER SPRAY OR PORV's

1.2000 . . . ...... .

1. Ouuu - -

1 ad --

              =      5              .80000 - -                                                                                                                                                             i w

a O ! %8 .60000 - - 3z O Mzv E" -- 4 a .40000 - - 6

                                     .20000 -      -

0.0 a 1.2000 . . . . ..... . . . . . . . . . . I ..

1. Ouuu - - ,

a x 5 .80000 - - ' B Z dCz b- ..

                 < 'o w                    .60000 -       -

, w E

                 = >=

O U -- ? ' u < .40000 - - l E i

                                       .20000 -       -

0.0

                                                                                                          'Tumn                                                C                  U ----

C C 6CZEMED O O C CC C O c-re vimur' E C C 6'"'ZEEED CC C C N. - - . 6 CC 6 N .... O C '"w"r"uuun C C #"r"'"" C C '"*"F'*"" l C C.C. '".w".rTu'urt C C r=r"'rwurun C C '*w-rweswa O C e w-v'Twen l mm

                                                                                            =m                       = m                                       m m .ww.mo                         -

TIME (SEC) FIGURE 35' NUCLEAR POWER AND CORE HEAT FLUX VERSUS TIME (LOSS OF NOMINAL FEEDWA

gg -

             $       sm.m -    -

HOT LEG g , I - ess.m . f O 3 . COLD LEG j i s ses.se < - mas,, e irse.e - - W . 3 mes.. . . ins . L.. . .. . E - g Pss.m - E ses.m - -

5. m.m.

I ,,, __

                                                                                         ~ ~ ~

nos.s

                   , anos.o -

U - u ,.e - l ross.o - - I a irso.o - - I > E_ isos.o - 3 im.o - - I P seas.se - - I

                         ""))~~g g42 g $nasas M *II!!B 1                                                                                   TM             NO FIGURE 36 LOOP TEMPERATURE, PRESSURIZER WATER VOLUME AND PRESSURIZER PRESSURE VERSUS TIME (LOSS OF NOMINAL FEEDWATER)
k. I

= $ 1.0000 -7 -- 4 @Q . 80000 - - -- z 5 l

                                                      ~
       . 60000 - -                                                        --

is =

a. w '

o .40000 - - -- w - d 20000 . -- 0.0  ;  ; W . .  ; 620.00 w E 610.00 - - -- $ 600.00 - - - a. $_ 590. 00 - - --

  • t w o 580.00 -- "

ge t 5~ 570.00 - - 560.00 - - w E w 550.00 - - 5'* '" g s i g a 8

               =          2                              g           a     8
               .          .         =_          a_       ~           ~     -

TIME (SEC) FIGURE 37 NUCLEAR POWER AND CORE AVERAGE TEMPERATURE VERSUS TIME FEEDWATER MALFUNCTION WITH AUTOMATIC R00 CONTROL

4 2400.0  ; E 2300.0 - - - 8 ) e a: o.. 2200.0 - - -- 5 d 5 2100.0 - -

                                                         ~             "

a w E " 2000.0 - -

                                                                        ~~

1900.0 - - 1800.0  : - - - 6.INNIO  :  :  :  :  : 5.0000 - - l 4.0000 - e 1 3.0000 - - 1 2.0000 - - 1.0000 53 o

                      $           8            8           8       o     o s_                       5       8     8,
                .     $.                       S_           ~      ~

TIME (SEC) FIGURE 38 PRESSURIZER PRESSURE AND ONBR VERSUS TIME FEEDWATER MALFUNCTION WITH AUTOMATIC ROD CONTROL

j 1.2000  :  :  :  ;

     =

3 1.0000 -7 O

     @Q        . 80000 - -                                                                           --

2 55 .60000 - - -- 8=

     *8        .40000 - -                                                                            --
    "J                                                                                               --

v .20000 - -

  • Y i 0.0 620.00  :  :  :  :

w E 610.00 - - 2 " 5 600.00 - - , a. 3 , 590.00 - -

    "t 33         580.00 -                                                                             -
    <c                                                         I
    $~

570.00 - -

  • 560.00 - -

w E v 550.00 - - 540.00  ; f f o c e 4 o e o o e

  • S N E
                        .                 .         S_                 N_        ~              ~    -

TIME (SEC) l FIGURE3 9 NUCLEAR POWER AND CORE AVERAGE TEMPERATURE VERSUS TIME FEEDWATER MALFUNCTION WITH MANUAL ROD CONTROL l i .- -_

e i I 2400.0 2300.0 - - -- E -

                                                         /

z w g 2200.0 - - -- E x 2100.0 - -- N

        ~

e a m M g 2000.0 - - -- a m 1900.0 - - 1800.0  :  :  : . 6.0000  :  :  :  :  : ( 5.0000 - - --

         =

g 4.0000 - - -- o . 3.0000 - - --

                          -                              1 2.0000 - -                                                                                --

1.0000 ' o

  • o o e o o a es S
  • C 2 0 TIME (SEC)

FIGURE 40 PRESSURIZER PRESSURE AND DNBR VERSUS TIME FEEDWATER MALFUNCTION WITH MANUAL ROD CONTROL

o I 1.2000 8

 ;--           1 0000 -%                                                                                             -.

T

 @j           .80000 -       -                                                                                       --

2 5k . 60000 - - .. E=u a.

 ,o           .40000 - -                                                                                             --

l I d 20000 - - -- E t 000080  : . . 2400.0 ,  :  :  : w 2300.0 - - -- 8 m 2200.0 - - -- O E 2100.0 - - -- l 'E 2000.0 - - E ( 1900.0 - - , 3 1800.0 - - ! e -- l g 1700.0 - -

a. --

1600.0 - - 1500.0  :  : 8 8 8 8 8 8

  • o o o o a a d S 2 C C E TIME (SEC)

FIGURE 41 NUCLEAR POWER AND PRESSURIZER PRESSURE VERSUS TIME FOR EXCESSIVE LOAD INCREASE MINIMUM REACTIVITY FEEDBACK WITH MANUAL R0D CONTROL

1 l 620 00 '  ; 3 600.00 - E 575 00 - - w 550 00 - -- l 7 l 5 525.00 - - j k W 500.00 - - - w 4 475.00 - - 5 --

   $    450.00 -  -

w g 425.00 - - w 400.00 ;  ;  ; ' G.m L

                                        ;         ;                               i i                                            b                                     --

5.0000 - - , 4.0000 + E E *- 3.0000 -

  • 2.0000 +

1.0000  ? 5 5 5 e j 8 e e o o

  • 8 8 8 8 8-
                 .          ,6          -         -          ~                 ~

TIME (SEC) FIGURE 42 CORE AVERAGE TEMPERATURE AND ONBR VERSUS TIME FOR EXCESSIVE LOAD I.NCREASE MINIMUM REACTIVITY FEEDBACK WITH MANUAL ROD CONTROL

t e r , 2 1.1500 - - -- t 53 1.1000 - - --

  ~5                      [-
 $k        1.0500 -  -                                                                        --

8=

a. w
 ,o        1.0000 -                                                                            --

w d .95000 - - -- S 90000  :  :  :  :  : 2400.0  ; g 2300.0 - - --

a w l C 2

2200 0 - - a. 2%

     $     2100. 0 - -

l l 2 -- t 3 2000.0 - - o w f 1900.0 - - 1800 0  :  : E - E E E E 5

  • e e e e o e * *  ?

d C R N TIME <SEC1

                -                                              FIGURE 43 NUCLEAR POWER AND PRESSURIZER PRESSURE VERSUS TIME FOR EXCESSIVE LOAD INCREASE MAXIMUM REACTIVITY FEEDBACK WITH MANUAL CONTROL l

l

l 620 00 C h 610 00 - - -- g 600 00 - - -- 7

               $        590.00 - -                                                             --

w [ 580.00 -q a 570.00 - - w 560.00 - - E v

                                                                                            ^

550.00 3.0000  :  :  :  : 2.7500 - - -- 2.5000 - - -- 2.2500 - -- a: E 2.0000 - - -- m 1.7500 - - 1.5000 - - 1.2500 - - 1.0000 8 8 8

  • o e o e e g C R C 2 6 -

TIME (SEC) FIGURE 44 CORE AVERAGE TEMPERATURE AND DNBR VERSUS TIME FOR EXCESSIVE LOAD INCREASE MAXIMUM REACTIVITY FEEDBACK WITH MANUAL CONTROL

t I

1. M '

2 1 1500 - - -- a kO

 ~

1.1000 - S C-5 5 E* [ 1.0500 - - -- Io 1.0000 - - -- w y 95000 - - -- 2 90000  : 2400.0  : ud 2300 0 - - S h __ '_ 0 a 2200 0 - -

4. .-
 = 5 2100 0 -                             -

4f E- -- 3 2000.0 - - w w f 1900 0 - - 1800 0 ;

                                                                                             - g                               g
  • e e e e a e d S
  • C C-  %

TIME (SEC) FIGURE 45 NUCLEAR POWER AND PRESSURIZER PRESSURE VERSUS TIME FOR EXCESSIVE LOAD INCREASE MINIMUM REACTIVITY FEEDBACK WITH AUTOMATIC ROD CONTROL

e 620 00 9 l

               $       610 00 -              -                                                                                                            <-

g 600. 00 - -

               ~
               $       590 00 -              -

1 w

                       $80 00 -F d

5 570 00 - - w 560.00 - - E v 550 00 a  :  ; , 3.1M00 - 2 7500 - - 2.5000 - - ( - - l 2.2500 - 9 e 2 0000 - - 1.7500 - t.5000 - - 1.2500 - - 1'0000 8

                                                                         $                           s         2               8    8
                                                                         ?                                                                                   o e                                                        6 6              g     o C                      R s                            c                                     C               ~

TIME (SEC) FIGURE 46 CORE AVERAGE TEMPERATURE AND DNBR VERSUS TIME FOR EXCESSIVE LOAD INCREASE MINIMUM REACTIVITY FEEDBACK WITH AUTOMATIC ROD CONTROL

1 e 1 1.2000 - 2

  $        1 1500 -  -                                                                -

T

 @j        1 1000 -  -                    =                                        __

E 53 2 = 1 0500 - -- c l

 ,o        1.0000 -  -                                                             ..

1 < l w d 95000 - - .. E

            %MO ge 00. 0 2300.d-g                   -

A S 0

 =

2200.0 - - a. 5$ 2100.0 - - 2 e: x - - 3 2000.0 - - l $ - - E 1900.0 - - 1800.O g e e e e e o

  • E d
  • C C TIME (SEC)

FIGURE 47 NUCLEAR POWER AND PRESSURIZER PRESSURE VERSUS TIME FOR EXCESSIVE LOAD INCREASE MAXIMUM REACTIVITY FEEDBACK, AUTOMATIC ROD CONTROL l

o 620 00  : C 610.00 -- -- i i e 600.00 - - 2

         $             590.00 -   -

t w

         *                                                                                               ~~

580.00 -e-U 5 570.00 - - g 560.00 - - o . W 550.00 ,  ;  ;  ;  : 3.0000 ,  :  :  : 2.7500 - - 2 5000 - - 2.2500 - a -- E 2 0000 - - c 1.7500 - - 1 5000 - - 1.2500 - - 1.0000  :  ; e o e g 8 o e o o so s a s a =

                               . e.                               -       -         ~        ~             -

TIME (SEC) FIGURE 48 1 i CORE AVERAGE TEMPERATURE AND DNBR VERSUS TIME FOR EXCESSIVE LOAD INCREASE l MAXIMUM REACTIVITY FEEDBACK, AUTOMATIC R00 CONTROL I

l

                                                                                                         , , , . . . it           ,      , . . , . . .
                                            . . . . .      ..A      ,

1.2000 . t . . . . ... . . . . . . . . . 3 1.000u - -

          .z E

o -- z w .80000 - - o u -- t E .60000 - - w = w 3 .. E .40000 - - a: d .. 8 z

                   .20000 -    -
                     .                                                                                                                               . . a   .E i      a    a . . s a     a t   e a a R .ta        a    a   e a e amaa                               W 8  55       3      3    3  8 3 ' bb '

t 5 V 0g0 vv W y w r s y u a u y 3 a t t . 1 i kJ _ e e a e aaaa e a a . . . aaa . ' e a a a a e a aa a i . s v v v i e a ri y y a w s vvv

1. y y a y v v vvv .

1..... w a

             .z                                                                                                                                                  ..

g . 80000 - - Ils -- J

                     .60000 -    -

E-2 o .40000 - - c' w 8

                       .20000 -    -
                                                                                                                                        .      . . . . . . A
                                                                                   ....t.t              .       . . . . . . ..

0.0 q.._ m_ p _ g g c_ _ _ - =_ e ee -- e o ceczemo h . . . . ..... O CC CC O

                                           ~ m.mnmu.m
m. . . . . .

O

                                                                        ~m OM                           ~                               ~m                          _

TIME (SEC) FIGURE 49 ' NUCLEAR POWER AND CORE FLOW VERSUS TIME (STATION BLACKOUT)

l w 4 t 640.00  : l l  : i 625.00 - - -- 600.00 - - -- C o lt! 575.00 - - -- o D-- g 550.00 - - -- v 525.00 - - -- 500.00 l  :  :  :  : 1M. 0 . . . . . . . . . 1750.0 - - E [ 1500.0 - - .. w Z o a ' 1250.0 - - --

              =

W 3 -

              =   1000.00 -    -                                                                                                                   -

w N.e m z 3 . En O

              =

750.00 - - -- Ch. 500*00 O 66* 6 6-i-'- 6 6 r-ev' Tween 66-i o o o<=w ruwen c oe w-vvururn c c- c o-

                                                                                                                              . . .          . ..         l c     o oamerwwen                  o o-                                   .  . . ......

C C ""w"rTurn C C-C Q . . . . .....

                                     . C"9ev'.eun
                                        . .. ....              C C r"rvTimen                      C C c-w-vTurrn          o o <9r-rwurun
                                                                                                                          ~mm
                                  ~ mm               -
                                                               ~ mm                               ~ mm                  -

l 1 TIME (SEC) l FIGURE 50 i CORE AVERAGE TEMPERATURE AND PRESSURIZER WATER VOLUME VERSUS TIME (STATION BLACK 0UT) l i l -_ _

i r 1

                                                                                                            )

1.C6 1.05 - 1.04 - O w" 1.03 - d Q l.02 -

                                    '                                                        ~

E

                                    ;:  1.01    -

3 h 1.00 - a E

                                          .99   -

i l

                                          .38   -
                                          .97 200         300            *09            500 CO?.I AVIRAOI  r.'?Irr*Jr.I, '?

f FIGURE 51 VARIATION OF REACTIVITY WITH CORE TEMPERATURE AT 1000 PSIA FOR THE END OF LIFE R000E0 CORE WITH ONE CONTROL R00 ASSEMBLY STUCK (ASSUMES ZERO POWER)

o l 1 l l

            .25000                :          :                  ;         ;          ;
            .22500 - -                                                                    --

5 20000 - - -- g 5 a 17500 - - -- a-

           .15000 - -                                                                     --

g8 .12500 - - -- i eu .10000 - - -- I l WI E*

           .07500 -  -                                                                    --
           .05000 - -                                                                     --
           .02500 -  -                                                                    --

0.0 1

           .25000 '
           .22500 c                                                                       --

g- .20000 + - -- l dl w

           .17500 H
           .15000 H
  • 8 .12500 - - --

I v .10000 o -- g$ -

           .07500 +
           .05000 +

u

           .02500 +                                                                       --

h 8 8 k 8

                   =

o i i

                                            =

i m i i o sw TIME (SEC) FIGURE 52 l NUCLEAR POWER AND CORE HEAT FLUX VERSUS TIME STEAMLINE BREAK DER INSIDE CONTAINMENT WITH POWER l

o .. 600.00 , g 550.00 - 500.00 - - y"u 450.00 - - w 5 400.00 - - 8 v 350.00 - - 300.00 - - 250.00 2500.O "- l  : 2250.0 - .. g 2000.0 - .. l $ 1750.0 - - ! W$ 1500.0 - - I *: 1250.0 - - W ltM30.(M) - - .. 750.00 - - 500.IM , 800.00 '  :  : , W 700. OP - -

   <t        600 00 -   -                                                                 --

er := w v 500.00 - - ' 5~ 400.00 - - gw g M.N * ' i 08 ac > 200.00 - - a- 100.00 - -

                                                                        ,~           #

g, q , - . , a $ s a s s i s~ i s, s 8

s. - m o .

TIME (SEC) l FIGURE 53 CORE AVERAGE TEMPERATURE, RCS PRESSURE AND PRESSURIZER WATER VOLUME VERSUS TIME, STEAMLINE BREAK DER'INSIDE CONTAINMENT WITH POWER I I I 1 l

e 2500.0 ' _ 2000.0 - - .. X

                             $ 10W.00 -                         -

U 0'0 " E 0 - 1000.00 -

                                                                                               \                                                                                   ..

w ..

                             * -2000.0 -                        -
                                 -2500.0 ;                                                     ;                ;              ;                           ;       ;

500.00  :  :  : f 400.00 - -

                             !b                                                                                                                                                    --

g 300.00 - - I 200.00 - - w "* h 1N.N *

  • w .
                                                                                                                                                            $          8         8 5                    .i.                       s.               .
  • 8 8 8 8 8 8 e . ~ n - o .

TIME dEC) FIGURE 54 REACTIVITY AND CCRE SCRCN CONCENTRATION VERSUS TIME STEAMLINE BREAK CER INSIDE CCNTAINMENT WITH PCWER { i

                                                                                                                                                                      -~-              . - - -

40.000  :  :  :  : 35.000 - - 30.000 - -

      =

g 25.000 - - 8

      % 20.000 -      -

5 M z 15.000 - - 10.000 - -

                                                                                                        ~

5.0000 - - 00 ' 6 8 e 6 o t

  • 8 e
  • 8 8 8

o m e

                                                                 ,               w     =        -

TIME (SEC) FIGURE 55 R0D EJECTION, HOT ZER0 POWER (END OF LIFE)

4 6000.0  : , 1 5000.0 - - FUEL CENTERLINE 4000.0 - - w g FUEL AVERAGE G -- 5 3000.0 - -

                 $                                                                    UTER SURFACE W

2000.0 - - 1000.00 - - 0.0 L-f f f 4 3 8 8 8 8 8

                            =                          o                       o             =                             e
                                                                                                                =          -

o u , w TIME (SEC) i FIGURE 56 ROD EJECTION, HOT ZERO POWER, END OF LIFE , 1 FUEL CENTERLINE, FUEL AVERAGE AND CLAD l OUTER SURFACE TEMPERATURE i

4 3.(NMIO '  ;  ;  ;  ; 2.5000 - - -- a: 2.0000 - - -- l w 3 E

                       $       1.5000 -                                                                             --

e M z 1.0000 - - --

                               .50000 - -                                                                            --

0*0 6 6 6 6 o o 8 o 8 o 8 o 8 o 8 - 6 4 4 d & S TIME (SEC) - FIGURE 57 i ROD EJECTION, HOT FULL POWER END OF LIFE NUCLEAR POWER VERSUS TIME

 . _ . _ . . _ _ _ - . . = _ . _ _ _ _ _ _ . , _ . . _ _ _ _ _ _ _     _ _

l l s000.0  :  :  : ) l FUEL CENTERLINE 5000.0 - - _ 4000.0 - .. y FUEL AVERAGE Q

           $     3000.0 - -                                                      ..

CLAD OUTER SURFACE 2000.0 - - ,, 1000.00 - - . .. 0.0 -- * - - b 8 k 8 8

                        =               a            8                o      8   9 o

a a a a a TIME (SEC) I FIGURE 58 l l R00 EJECTION, HOT FULL POWER, 1 END OF LIFE , FUEL CENTERLINE, FUEL AVERAGE AND FUEL OUTER SURFACE TEMPERATURE R00

l 4 i

                                        \

i i Attachment D to AEP:NRC:0745C Large Break LOCA Safety Analysis l l l l I l l I

O 14.3.1.1 Major LOCA Analyses Applicable to Westinghouse Fuel Identification of Causes and Frecuency Classification A loss-of-coolant accident (LOCA) is the result of a pipe rupture of the RCS pressure boundary. For the analyses reported here, a major pipe break (large break) is defined as a rupture with a total cross-sectional area equal to or greater than 1.0 ft . 2This event is considered an ANS Condition IV event, a limiting fault, in that it is not expected to occur during the lifetime of D. C. Cook Unit 1, but is postulated as a conservative design basis. The Acceptance Criteria for the LOCA are described in 10 CFR 50.46 (10 CFR 50.46 and Appendix K of 10 CFR 50 1974)(1) as follows:

1. The calculated peak fuel element clad temperature is below the requirement of 2,200*F. -
2. The amount of fuel element cladding that reacts chemically with

__ water or steam does not exceed 1 percent of the total amount of Zircaloy in the reactor.

3. The clad temperature transient is terminated at a time when the core geometry is still amenable to cooling. The localized cladding oxidation limit of 17 percent is not exceeded during or after quenching.
4. The core remains amenable to cooling during and after the break.
5. The core temperature is reduced and decay heat is removed for an extended period of time, as required by the long-lived radioactivity remaining in the core.

I 1 I

These criteria were established to provide significant margin in emergency core cooling system (ECCS) performance following a LOCA. WASH-1400 (USNRC 1975)(10) presents a recent study in regards to the probability of occurrence of RCS pipe ruptures.

                                                               ~

Seauence of Events and Systems Operations Should a major break occur, depressurizaton of the RCS results in a pressure decrease in the pressurizer. The reactor trip signal subsequently occurs when the pressurizer low pressure trip setpoint is reached. A safety injection signal is generated when the appropriate setpoint is reached. These countermeasures will limit the consequences of the accident in two ways:

1. Reactor trip and borated water injection supplement void formation in causing rapid reduction of power to a residual level corresponding to fission product decay heat. However, no credit is -

taken in the LOCA analysis for the boron content of the injection water. In addition, the insertion of control rods to shut down the

   . reactor is neglected in the large break analys'is.
2. Injection of boratec water provides for heat transfer from the core and prevents excessive clad temperatures.

Description of Laroe Break Loss-of-Coolant Accident Transient The sequence of events following a large break LOCA is presented in Table 14.3.1-6. 2

s Before the break occurs, the unit is in an equilibrium condition; that is, the heat generated in the core is being removed via the secondary system. During blowdown, heat from fission product decay, hot internals and the vessel, continues to be transferred to the reactor coolant. At the beginning of the blowdown phase, the entire RCS contains subcooled liquid which transfers heat from the core by forced convection with some fully developed nucleate boiling. After the break develops, the time to departure from nucleate boiling is calculated, consistent with Appendix K of 10 CFR 50.II) Thereafter the core heat transfer is unstable, with both nucleate boiling and film boiling occurring. As the core becomes uncovered, both turbulent and laminar forced convection and radiation are considered as core heat transfer mechanisms. The heat transfer between the RCS and the secondary system may be in either direction, depending on the relative temperatures. In the case of continued heat addition to the secondary system, the secondary system pressure increases and the main steam safety valves may actuate to limit the pressure. Makeup water to the secondary side is automatically provided by the emergency feedwater system. The safety injection signal actuates a feedwater isolation signal which isolates normal feedwater flow by closing the main feedwater isolation valves, and also initiates emergency feedwater flow by starting the emergency feedwater pumps. The secondary flow aids in the reduction of RCS j pressure. When the RCS depressurizes to 600 psia, the accumulators begin to inject borated water into the reactor coolant loops. The conservative assumption is made that accumulator water injected bypasses the core and goes out through the break until the termination of bypass. This conservatism is again consistent with Appendix K of 10 CFR 50. Since loss of offsite power (LOOP) is assumed, the RCPs are assumed to trip at the inception of the accident. The effects of pump coastdown are included in the blowdown analysis. The blowdown phase of tne transient ends when the RCS pressure (initially assumed at 2280 psia) falls to a value approaching that of the containment atmosphere. Prior to or at the end of the blowdown, the 3

9 mechanisms that are responsible for the emergency core cooling water injected into the RCS bypassing the core are calculated not to be effective. At this time (called end-of-bypass) refill of the reactor vessel lower plenum begins. Refill is completed when dmergency core cooling water has filled th'e lower plenum of the reactor vessel, which is bounded by the bottom of the fuel rods (called bottom of core recovery time). The reflood phase of the transient is defined as the time period lasting from the end-of-refill until the reactor vessel has been filled with water to the extent that the core temperature rise has been terminated. Frcm the latter stage of. blowdown and then the beginning of-reflood, the safety injection accumulator tanks rapidly discharge borated cooling water into the RCS, contributing to the filling of the reactor vessel downcomer. The downcomer water elevation head provides the driving force required for the reflooding of the reactor core. The low head and high head safety injection pumps aid in the filling of the downcomer and - subsequently supply water to maintain a full downcomer and complete the reficoding process. I Continued operation of the ECCS pumps supplies water during longterm cooling. Core temperatures have been reduced to longterm steady state levels associated with dissipation of residual heat generation. After the water level of the residual water storage tank (RWST) reaches a minimum allowable value, coolant for long-term cooling of the core is obtained by switching to the cold recirculation phase of operation, in which spilled borated water is drawn from the engineered safety fei^"us I (ESF) containment sumps by the low head safety injection (residual , y removal) pumps and returned t:o the RCS cold legs. The containment spray system continues to operate to further reduce containment pressure. Approximately 24 hours after initiation of the LOCA, the ECCS is l l realigned to supply water to the RCS hot legs in order to control the boric acid concentration in the reactor vessel. l 4

i Core and System performance Mathematical Model: i The requirements of an acceptable ECCS evaluation model are presented in A'ppendix K of 10 CFR 50 (Federal Register 1974).(1) Large Break LOCA Evaluation Model The analysis of a large break LOCA transient is divided into three phases: (1) blowdown, (2) refill, and (3) reflood. There are three distinct transients analyzed in each phase, including the thermal-hydraulic transient in the RCS, the pressure and temperature transient within the containment, and the fuel and clad temperature transient of the hottest fuel rod in the core. Based on these considerations, a system of interrelated computer codes has been developed for the analysis of the LOCA. - A description of the various aspects of the LOCA analysis methodology is given by Bordelon, Massie, and Zordan (1974).(6) This document describes the major phenomena modeled, the interfaces among the computer codes, and the features of the codes which ensure compliance with the Acceptance Cri,teria. The SATAN-VI, WREFLOOD, and LOCTA-IV codes, which are used in :ne LOCA analysis, are described in detail by Bordelon et al. (1974)l5); Kelly et al. (1974)(9); Bordelon and Murphy (1974)(4); and BorJelon et M . (1974).(0) Code modifications are

specified in Reference 13. These codes assess the core heat transfer geometry and determine if the core remains amenable to cooling throughout and subsequent to the blowdown, refill, and reflood phases of the LOCA. The SATAN-VI computer code analyzes the thermal-hydraulic transient in the RCS during blowdown and the WREFLOOD computer code calculates this transient during the refill and reflood phases to the accident. The LOTIC computer code, described by Hsieh and Raymund in 5

t

i ) WCAP-8355(1975) and WCAP-8345 (1974)(3) , calculates the containment pressure transient. The containment pressure transient is input to WREFLOOD for the purpose of calculating the reflood tr,ansient. The 4 i LOCTA-IV computer code calculates the thermal transient of the hottest { fuel rod during the three phases. The Revised Pad Fuel Thermal Safety i Model, described in Reference 15, generates the initial fuel rod j conditions input to LOCTA-IV. 4 SATAN-VI calculates the RCS pressure, enthalpy, density, and the mass and energy flow rates in the RCS, as well as steam generator energy transfer between the primary and secondary systems as a function of time during the blowdown phase of the LOCA. SATAN-VI also calculates the

accumulator water mass and internal pressure and the pipe break mass and energy flow rates that are assumed to be vented to the containment I

during blowdown. At the end of the blowdown phase, these data are transferred to the WREFLOOD code. Also, at the end-of-blowdown, the ' ~ mass and energy release rates during blowdown are input to the LOTIC code for use in the determination of the containment pressure response during this first phase of the LOCA. Additional S.ATAN-VI output data

            -from the end-of-blowdown, including the core inlet flow rate and enthalpy, the core pressure, and the core power decay transient, are input to the LOCTA-IV code.

} With input from the SATAN-VI code, WREFLOOD uses a system thermal.-hydraulic model to determine the core flooding rate (that is, l the rate at which coolant enters the bottom of the core), the coolant pressure and temperature, and the quench front height during the reflood l l phase of the LOCA. WREfLOOD also calculates the mass and energy flow l addition to the containment through the break. WREFLOOD is also linked i 'to the LOCTA-IV code, in that thermal-hydraulic parameters from WREFLOOD I are used by LOCTA-IV in its calculation of the fuel temperature. LOCTA-IV is used throughout the analysis of the LOCA transient to calculate the fuel clad temperature and metal-water reaction of the hottest rod in the core. i l 6 l l

9 The large break analysis was performed with the December 1981 version 'f the Evaluation Model, which includes modifications delineated by E. P. Rahe (1981)(7) and E. P. Rahe (1982).(2) Input Parameters and Initial Conditions: The analysis presented in this section was performed with a reactor vessel upper head temperature equal to the RCS hot leg temperature. The bases used to select the numerical values that are input parameters to the analysis have been conservatively determined from extensive sensitivity studies (Westinghouse 1974(12); Salvatori 1974(11); Johnson, Massie, and Thompson 1975(8)). In addition, the requirements of Appendix K regarding specific model features were met by selecting models which provide a significant overall conservatism in the analysis. The assumptions which were made pertain to the conditions of the reactor and associated safety system equipment at the time that the - LOCA occurs, and include such items as the core peaking factors, the containment pressure, and the performance of the ECCS. Decay heat l _ generated throughout the transient is also conservatively calculated. A meeting was held at the Westinghouse Licensing Office in Bethesda on December 17, 1981 between members of the U. S. Nuclear Regulatory Commission, anc members of the Westinghouse Nuclear Safety Department to discuss the impact of maximum safety injection on the large break ECCS analysis on a generic basis. Further discussion of this issue is provided in a letter from E. P. Rahe, Manager of Westinghouse Nuclear Safety Department, to Rcbert L. Tedesco of the U. S. Nuclear Regulatory Commission.(14) A brief description of this issue is given below. Westinghouse ECCS analyses currently assume minimum safeguards for the safety injection flow, which minimi:es the amount of flow to the RCS by assuming maximum injection line resistances, degraded ECCS pump performance, and the loss of one residual heat removal (RHR) pump as the most limiting single failure. This is the limiting single failure 7

assumption when offsite power is unavailable for most Westinghouse plants. However, for some Westinghouse four loop, non-UHI, non-burst node limited plants, the current nature of the Appendix K ECCS evaluation models is such that it may be more limiting'to assume the maximum possible ECCS flow' delivery. In that case, maximum safeguards which assume minimum injection line resistances, enhanced ECCS pump performance, and no single failure, result in the highest amount of flow delivered to the RCS. Discussions of this phenomena with members of the U. S. Nuclear Regulatory Commission resulted in the following agreement: In future analyses, the single failure assumed will be the same as modelled currently. For four loop non-UHI non-burst node limited plants, an additional analysis will be repeated for the worst break size assuming no single failure. All cases which are analyzed will be reported to the NRC. - In accordance with this agreement, the worst break for D. C. Cook _( CD = 0.4) was re-analyzed, assuming maximum safeg'ards. u Results: l Based on the results of the LOCA sensitivity studies (Westinghouse 1974(12); Salvatori 1974(11); Johnson, Massie, and Thompson 1975(b)~) the limiting large break was found to be the double ended cold leg guillotine (DECLG). Therefore, only the DECLG break is considered in the large break ECCS performance analysis. Calculations were performed for a range of Moody break discharge coefficients. The results of these calculations are summarized in Tables 14.3.1-5 and 14.3.1-6. The containment data used to generate the LOTIC backpressure transient are shown in Tat,le 14.3.1-1. The mass and energy release data for the CD = 0.4 break for the minimum and maximum safeguards cases are shown in Tables 14.3.1-2 and 14.3.1-3 respectively. Nitrogen release rates to the containment are given in Table 14.3.1-4. 8 I

Figures 14.3.1-1 through 14.3.1-64 present the transients for the principal parameters for the break sizes analyzed. The following items are noted: Figures 14.3.1-1 The following quantities are presented at the clad through 14.3.1-12 burst location and at the hot spot (location of maximum clad temperature), both on the hottest fuel rod (hot rod):

1. fluid quality;
2. mass velocity;
3. heat transfer coefficient.

The heat transfer coefficient shown is calculated by the LOCTA-IV code. Figures 14.3.1-13 The system pressure shown is the calculated through 14.3.1-24 pressure in the core. The flow rate from the break is plotted as the sum of both ends for the - guillotine break cases. The core pressure drop shown is from the lower plenum, near the core, to _ the upper plenum at the core outlet. Figures 14.3.1-25 These figures show the hot spot clad temperature throuoh 14.3.1-36 transient and the clad temperature transient at the burst location. The fluid temperature shown is also for the hot spot and burst location. The core flow (top and bottom) is also shown. Figures 14.3.1-37 These figures show the core reflood transient. through 14.3.1-44 - 9

I

 .                                                                                                  i Figures 14.3.1-45        These figures show the Emergency Core Cooling through 14.3.1-52        System flow for all of the cases analyzed. As described earlier, the accumulator delivery during blowdown is discarded until the e'nd of bypass is calculated. Accumulator flow, however, is                   l established in the refill and the reflood calculations. The accumulator flow assumed is the sum of that injected in the intact cold legs.

Figures 14.3.1-53 The containment pressure transient used in the through 14.3.1-54 analysis is also provided for the CD = 0.4 minimum and maximum SI cases. Figures 14'.3.1-55 These figures show the heat removal rates of the heat and 14.3.1-60 sinks found in the lower compartment and the heat removal by the lower containment drain, and the heat removal by the sump and LC sprays (CD = 0.4 . minimum and maximum SI cases). Jiqures 14.3.1-61 These figures show the tempeiature transients in through 14.3.1-64 both the upper and lower compartments of the containment and flow from the upper to lower compartments. Total heat removal in the lower compartment is the sum of all the heat removal rates shown (for CD = 0.4 minimum anc maximum SI cases). The maximum clad temperature calculated for a large break is 2170 F, which is less than the Acceptance Criteria limit of 2200 F. The maximum local metal-water reaction is' 6.63 percent, which is well below the embrittlement limit of 17 percent as required by 10 CFR 50.46. The total core metal-water reaction is less than 0.3 percent for all breaks, l as compared with the 1 percent criterion of 10 CFR 50.46. The clad temperature transient is terminated at a time when the core geometry is still amenable to cooling. As a result, the core temperature will continue to drop and the ability to remove decay heat generated in the fuel for an extended period of time will be provided. f 10 l l , _ - - . . . . - - . . . .- -- _ _ _ . . _ _ _ . . -. .

References for Section 14.3.1.1

1. " Acceptance Criteria for Emergency Core Cooling System for Light Water Cooled Nuclear Power Reactors," 10 CFR 50.46 and Appendix K of 10 CFR 50, Federal Register 1974, Volume 39, Number 3.
2. Rahe, E. P. (Westinghouse), letter to J. R. Miller (USNRC), Letter No. NS-EPRS-2679, November 1982.
3. Hsieh, T., and Raymund, M., "Long Term Ice Condenser Containment LOTIC Code Supplement 1," WCAP-8355 Supplement 1, May 1975, WCAP-8345 (Proprietary), July 1974.
4. Bordelon, F. M. et al . , "LOCTA-IV Program: Loss of-Coolant Transient Analysis," WCAP-8301 (Proprietary) and WCAP-8305 (Non proprietary),1974.
5. Bordelen, F. M. et al., " SATAN-VI Program: Comprehensive Space,
             -Time Dependent Analysis of Loss-of-Coolant," WCAP-8302 (Proprietary)
        . and WCAP-8306 (Non proprietary),1974.
6. Bordelon, F. M.; Massie, H. W.; and Zordan, T.A., " Westinghouse ECCS Evaluation Mode - Summary," WCAP-8339, 1974.

i 7. Rahe, E. P., " Westinghouse ECCS Evaluation Mode, 1981 Version," WCAP-9220-P-A (Proprietary Version), WCAP-9221-P-A (Non proprietary Version), Revision 1, 1981. l - l 8. Johnson, W. J.; Massie, H..W.; and Thompson, C. M., " Westinghouse ECCS-Four Loop Plant (17x17) Sensitivity Studies," WCAP-8586-P-A (Proprietary) and WCAP-8566-A (Non proprietary),1975. l l

9. Kelly, R. O. et al., " Calculational Model for Core Reflooding l

After a Loss-of-Coolant Accident (WREFLOOD Code)," WCAP-8170 (Proprietary) and WCAP-8171 (Non proprietary),1974. l 11

_. .-. __. . . _ - .. _ . - -- - ._ .=. 1

10. U. S. Nuclear Regulatory Commission 1975, " Reactor Safety Study - An Assessment of Accident Risks'in U. S. Commercial Nuclear Power Plants," WASH-1400, NUREG-75/014.
11. Salvatori, R., " Westinghouse ECCS - Plant Sensitivity Studies,"

WCAP-8340 (Proprietary) and WCAP-8356 (Non proprietary),1974.

12. " Westinghouse ECCS Evaluation Model Sensitivity Studies," WCAP-8341 (Proprietary) and WCAP-8342 (Non proprietary), 1974.
13. Bordelon, F. M., et al., " Westinghouse ECCS Evaluation Model -

Supplementary Information," WCAP-8471 (Proprietary) and WCAP-8472 (Non proprietary), 1975.

14. Rahe, E. P. (Westinghouse). Letter to Robert L. Tedesco (USNRC),

Letter No. NS-EPR-2538, December 1981.

15. Rahe, E. P., Westinghouse Letter to C. O. Thomas of NRC, Letter No.

NS-EPR-2673, October 27, 1982; subject: " Westinghouse Revised PAD

               ..        Code Thermal Safety Model," WCAP-8720, Addendum 2 (Proprietary).

12

TABLE 14.3.1-1 LARGE BREAK CONTAINMENT DATA (ICE CONDENSER CONTAINMENT) NET FREE VOLUME (Includes Distribution between Upper, Lower UC 746,829 ft 3 and Deadend compartments) LC 249,446 DE 116,168 IC 122,400 Initial Conditions Pressure 14.7 psia Temperature for the Upper, Lower and UC 100 F Dead Ended Compartments LC 120 F DE 120*F RWST Temperature 70 F - Service Water Temperature 40 F Temperature Outside Containment -7 F

       .            Initial Spray Temperature                                      70*F l

Spray System Burnout F. low for a Spray Pump 3600 gpm Nu,mber of Spray Pumps Operating 2 Post Accident Initiation of Spray System 40 secs Distribution of the Spray Flow to the LC 2835 gpm Upper and Lower Compartments UC 4365 gpm Deck Fan Post Accident Initiation of Deck Fans 600 secs Flow Rate Per Fan 39,000 cfm per fan Hydrogen Skimmer System Flow Rate 2800 cfm per fan i Assumed Spray Efficiency of Water from 100% Ice Condenser Drains 13

TABLE 14.3.1-1 (continued)

                                                                                ~

STRUCTURAL HEAT SINKS 2 Comoartment Area (ft 1 Thickness (ft) Material

1. LC 12,105 0.0469/2.0 steel / concrete
          .. LC                11,700                   2.0                 concrete
3. LC 65,980 1.35 concrete
4. LC 5,481 0.0833 steel
5. LC 4,735 0.01147 steel
6. LC 289 0.25 lead
7. LC 14,690 0.0079 steel
8. LC 3,439 0.1561 steel
9. LC 5,775 0.009 steel
10. LC 4,966 0.0096 steel -
11. LC 7,013 0.037 steel
12. LC 2,457 0.0334 steel
23. UC 378 .1667/.0365 steel / concrete
14. UC 29,772 .0092 steel
15. UC 8,033 .0209 steel
16. UC 420 .0052 steel
17. UC 29,330 1.47 concrete i 18. UC 34,125 0.0469/2.0 steel / concrete
19. UC 210 .0052 steel l

UC: Upper Compartment LC: Lower Compartment DE: Dead Ended Compartment IC: Ice Condenser Compartment l l

0. C. COOK UNIT 1 July 1982 i

14

TABLE 14.3.1-2 MASS AND ENERGY RELEASE PATES MINIMUM SI TIME MASS ENERGY (sec) (lb/sec) (BTU /sec) C. 5429E*CS .3082E+C8

            .:CCCE*Ct                            .484sE*CS.                           .2de5E*CS.

4CCCE+Ct' . 350SE*C5' .1831E*C8

            .GCCCE*01                            .2747E+C5                      -
                                                                                      .1458E*C8
            .80CCE+01                            .2231E*C5                            .12C7E*C8
            .iCCCE*C2                             .:C81E+C5                           .1139E*C8
            . n.o.CEtC2                      d isteE*Cs1                              .1C32E*Cs
             .124CE*C1                       ;.- .17CC E*CS'                       s.SS28E*C7 1*CC E*C2'                    r igO4E+C5-                              .9348E*C7
            ,150CE+C2                                 149CE+C5                        .878 E*C7 16CCE+C2                          .1371E*C5                            .8166E*C7
            ,17CCE*C2                                 1262E*C5                         754CE+C7 L'19CCE*CY ;#                     t'*;t.107E*Cfr N                          .8543E*C7'
     -j';2000f*02;' w                        T;10465*C5My                             .5277E*C7" 4..atCCE*C2; ".'                      & 9743E*C4-.-0                          . 5344E*C7
             .220CE+C2                            .3256E*C4                           .5534E+C7
             .23CCE*C2                                7784E*C4                         448CE*C7
             .24CCE+02                                7322E*C4                         4503E+C7 c533009402?*7                          Wss3ssE*CET                           J~-i 390'1 E*C7'-

di: 2scof*CE: s'4 2;;u5422E 6 e. C.33SSE*C7' ' M.;27 Cot *C3Wla EP,6 6 Ms i3418E*C7 '

             .28CCE*C2                              .es47E*C4                         .3298E+07
             .29CCE*C2                                758sE*C4                        .3176E*C7
              .3000E+C2 .#                          .7444E*C4     ..*
                                                                                      .2906E*C7 M3:CCE*CY                          **isS16E*C4*
                                                                                      .2162E*C7'
                                              % ;51401 @ .                            ;.143CE*C7
          ..:134CCE*C2 V W .36COE*C2"                             "" . 3525E*C* '                         .S99CE+CS
              .3800E*C2                              .2645E*C4                        .6749E+04
              .395CE*C2                              .7905E+C3                          167:E*C6 4500E*C2                              44SCE*C3 .                     .29CSE*C5
         ' .5CCCE*C27; ?_ . .                 ?i458CE*C3'/ .a                       .2909E*CS' a:.5513E+C2 .                        ii.'.48eCE.*C3' : $'                      .2909E*C5
          " W3573E*C2"                                 4317E*C3:                      .3386t*C5
               .5593E*C2                                4917E*C3                      .3384E+C5
               .56C3E*C2                                4917E+03                      .3383E*C5
               .56:3E*C2                                4316E*C3 ..                   .3374E*C5
               . 5633 E*C2'.'       ,          ?:" 4916E*C3          s                .3373E*C5
               '.s223E*C2;; .                ::W .51965*C3' +                         .7CC3E*C5
               .7183E+02 0                    c'*%83311403 0                          .2273E*CG
               .8643E*C2
                                                      .8787E*C3                       .2353E*C6 f               .1045E*C3                              .8924E+03                       .2328E*C6 i
                .1:48E*C3                             .9013E+03                       .228:E*C6 1468E*C3?                      ' .9C86E*C2'                         . : 6E M E.

, .1953E*C3: .9222E*C3! .2103E*C6

                .2539E+C3C                             .9358E*C3                      .197:E*C6 j                                                                                      .1837E*C6
                .3236E*C3                              .9507E+C3 l
                .36:5E*C3                              .3592E*C3                        177tE*C6 l

l l 6 l 15

TABLE 14.3.1-3 l i MASS AND ENERGY RELEASE RATES . MAXIMUM SI. MASS ENERGY TIME (sec) (lb/sec) (BTU /sec) o.

                                         -   ~

p5sseE*Cac .3cs2Esce: G4848E*C5< . .2489Eace-

               .2OOCE*C T L                          Wi330SE*op '                   .             . t 331 E.og<

4COCE* .tASSE*os

              . GOCCE     Ct Ct-                               .2747E*C5
                                                               .2231E*o5                          .1207E*os
              .800CE*C1                                        .3081E*C5                             113SE*CS
               .IOOCE*C2                              ~ "- 18181*C5-                                 1032Eace:

1200E*02' 3s28ta.07

              .124CE*o2'"r                             G87COE*c51. ;
                                                     > % 1604t*os.' w                              .334st.o?
              ~.1400E *CZ-%e.                                  .1480E*c5                           .8782E*o7
              .1SOCE*C2                                       .1371E*C5                             3164E*c7
              ,1GOCE*C2 1282E+os
              .1700E*02             ..
                                                    .Mt.tO7E*cE;+CE                           t 754CE+07
r. Es433*c7 .

iA1900E*C2Mf ED.10441*05 4 >.. 4277f*c7' 3.2OOOfeo2'M .418744E % 4 * .5584E cy* - 4;2100E*o2rd .5534E*c7

              .2200E*C2                                        .9256E*04
                                                               .778SE*04                           .dasCE*o?
               .2300E*02                                       .7322E*o4                            4503E+o7 2,2400E*022500E*WA 3                   ItM8390EWf$                               O.5,335<tw
                                                    *;O 54221*Oe.^m
                                                     '                                         : 3333g407'
               .2SOOf*C2trd                         'd.SSSSEM5                                % .341 S E*c7
               .2700E*oZ d                                     .8847E*04                          .32SEE*c7            .
               . SCOE*C2                                       .7442E*od                          . 3164 E*o7
               .290CE*C2                                                                         .,2397E*c7
               .3OOCE*C2 . . .                            ,,4     73 39E
  • o d ..'

3 8371E*04:'.:' .I / .1152E*c7-s3200facIn q ^ . 1422E*c7-

             . 340CE*o2 LA                           JY.4984E*041                             y .3003E+os
.3500E+C2 % W. 238 OE*0s.s .6442E+cs
                .3400E+C2                                      .2519E*o4
                                                                .645CE*C3                           1585E*os
                .395CE*C2                                       .3425E*C3                         .2042E*os 4500E*C2                                                                        .2043E*os..
             ~,^. 5000E*C2-@)
                                                     *E.3425E*02r ~                               .2042E*o5
                .5352E M ~                           ?,r. 3425E*Q3+
                                                     ~'+3447E*C35
                                                                                                  .2588E*C5 -
                .5As2E+02                                       .3447E*C3                         .2557E*o5
                .543:E+02                                       .3487E*C3                         .2586E+o5
                .5442E+C2                                       .3467E*C3                        .2555E*C5
                .5452E*02                           N. ji3444E'*C3t .,                            ,2575E M -
                .5462E*CET4?                                 :.375CE*CS Y                        . 8:54 t*o5'
                . SOCatac2 *.                           A 134GE*04/                              .2307E+os 70C4E+c2'                                    .ta75E*04                        .2494E*os
                 .8624E+C2                                      .149CE*C4                        .2477E*os
                 .IC65E*C3                                      .1498E*oe                        .2442E*Cs
                 .1294E+C3                           5#,1505E*c4 ' ,                             .2404E*os-
                 ; 1543E*C3: e x                                                                 .2322E+os
                                                       %.15iSE*od: ,,
                 . 2.100E*C3                        ~";* ; 1523E404;;                            .2239E*os 2747E*c250                                  .1535E*od                        .2154E*os
                 .3538E-03                                       .1544E*od                       .2074t*C4 4494E+03                                                                                                    ,

W 4 16

l i t TABLE 14.3.1-4 , NITROGEN MASS AND ENERGY RELEASE RATES j Time (sec) Flow Rate (lbs/sec) 1 1 37.5 71.9

       .                   39.5                                                    60.7 45.5                                                    37.2 47.5                                                    31.6 53.5                                                    18.8 55.5                                                    15.6 61.5                                                     8.5 63.5                                                     6.9 70.3                                                   186.0 72.3                                                   158.0 78.5                                                    97.3                .

80.5 82.4 86.3 48.5 ) ,_ 88.3 40.0 94.3 21.9 96.3 18.2 102.2 11.7 104.2 10.5 110._ 7.6 112.2 6.8 126.2 3.3 128.2. 2.9 138.2 . 1.8 140.2 1.6 146.2 1.2 148.2 1.1 174.2 O.25 176.2 0.075 17

 -   - -.    .-- . - . _. - -       -. _-            _. . =       .            _ -     - . .                     . .   . . -         --

a '. TABLE 14.3.1-5 LARGE BREAK DECLG DECLG DECLG DECLG Cg =0.8 Cg =0.6 Cg =0.4 Cg =0.4 ! Results Min SI Min SI Min SI Max SI Peak Clad Temp. *F 1971 1977 1999 2170 Peak Clad Location Ft. 7.25 7.25 7.50 7.50 Local Zr/H 2O Reaction (Max)% 3.74 3.78 4.13 6.63 Local Zr/H2O Location Ft. 7.50 7.25 7.50 7.50 j Total Zr/H O 2 Reaction % <0.3 <0.3 <0.3 <0.3 Hot Rod Burst Time sec 67.8 64.2 69.6 79.2 Hot Rod Burst Location Ft. 6.00 6.00 6.25 6.75 Calculation Licensed Core Power (Hwt) 102% of 3250 ( Peak Linear Power (kw/ft) 102% of 13.426 l Peaking Factor (at License Rating) 2.00 Accumulator Water Volume (ft3 ) per Accumulator 950 Cycle Analyzed Cycle 8 D. C. COOK UNIT 1 July 1982 18 l

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Attachment E to AEP:NRC:0745C Small Break LOCA Safety Analysis 4 I

14.3.2 Loss of Reactor Coolant From Small Ruptured Pipes or From Cracks J in Large Pipes Which Actuates the Emergency Core Cooling System The analysis for small break loss of coolant accidents incorporating the criteria specified by 10 CFR 50.46(1) " Acceptance Criteria for Emergency Core Cooling Systems for Light Water Power Reactors" is presented in this section. The analytical techniques used are all in compliance with Appendix K of 10 CFR 50 and are described in the topical recort, " Westinghouse ECCS Evaluation Model - Summary"(2) , w 14.3.2.1 Identification of Causes and Accident Descriotion , A loss of coolant accident is defined as a rupture of the Reactor m Coolant System piping or of any line connected to the system up to the first closed valve. Ruptures of small cross section will cause expulsion of the coolant at a rate which can be accommodated by the charging pumps which would maintain an-operational water level in the pressurizer permitting the operator to execute an orderly shutdown. The coolant which would be released to the containment contains the fission ,

       . products existing i,n it.                                     '

1

                                                                 *i The maximum break size for which the normal makeup system can maintain          _

the pressurizer 1.evel is obtained by comparing the calculated flew from a the Reactor Coolant System.througn the postulated break against the charging pump trakeup flow at a normal Reactor Coolant System pressure, i.e., 2250 psia. A makeup flow rate from one centrifugal charging pump is typically acequate to sustain the pressurizer level at 2250 psia for

        & break through a .375 inch diameter hole. This break results in a loss of approximately 17.5 lb/sec. .

(' - Should a larger break occur, depressurization of the Reactor Coolant System causes fluid to flow to the Reactor Coolantr System from the pressurizer, resulting in a pressure and level decrease in the presurizer. Reactor trip occurs wnen the low pressure trip or v.

i over-temperature ai setpoint is reached. The Safety Injection System is actuated when the apprcpriate setpoint is reached. Reactor trip and Safety Injection System actuation can also be initiated by a high i , can'tainment pressure signal. The consequences of the accident are limited .in two' ways: -

                           ,                           g
             .-                    ,         s             -,
                       ~

7 s ..  ? A. Reactor? trip and borated water injection supplement void

                                          ,          fo'rfration in causing rapid reduction of nuclear power to a residua) level corresponding tc the delayed fission and fission product decay.

B. Injection of borated water ensures sufficient flooding of the core to prevent excessive clad temperatures,

                                                                                 ~

y-Before the bre&K,0ccurs the' plant is in an equilibrium condition, i.e.,

           ,                   the heat gardfrated in the core is beir.g removed via the secondary system. During 61owdown, heat from decay, hot internals, and the vessel continua {tobetransferredtotheReactorCoolantSystem. Thit heat transf'er between the Reactor Coolant System and the secondary system may

_be in either direction depending on the relative tiimperature. In the case' of' continued heat addition to the secondary, system pressure increase,s and steam cump may occur. Makeup to the secondary side is

                                                                           ~

automatically provided by the auxiliary feedwater puns. The safety injection signal stops normal feedwater flow by closing the main feedwater line isolation valves and initiates emergency feedwater flow by starting the motordriven auxiliary feedwater pumps. The secondary flow aids in the reductio $ of Reactor Coolant System pressure. When the RCSdepressurizesto6d0, psia,theaccumulatorsbegintoinjectwater

                                                                 ~

l into the reactor coolant loops. The reactor coolant pumps are assumed

                              - to be tripped at.ths initiation of the accident and effect of pump coastdownareinbludedintheblowdownanalyses.

g  ? gy[% - t D k (_" . *

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  • 2 E. -

14.3.2.2 Analysis of Effects and Consecuences Method of Analysis For small breaks (less than 1.0 ft 2) the WFLASH (3'0) digital computer code is employed to calculate the the transient depressurization of the Reactor Coolant System as well as to describe the mass and enthalpy of the flow through the break. Small Break LOCA Analysis Using WFLASH The WFLASH program used in the analysis of the small break loss-of-coolant accident-is an extension of the FLASH-4(4) code developed at the Westinghouse Bettis Atomic Power Laboratory. The WFLASH program permits a detailed spatial representation of the Reactor Coolant System. The Reactor Coolant System is nodalized into volumes interconnected by

    'ficwpaths. The broken loop is modeled explicityly with the intact loops Jumped into a second loop. The transient behavior of the system is determined from the governing conservation equations of mass, energy, and momentum applied throughout the system. A detailed description of
   . WFLASH is give,n 1.n References 3 and 8.

The use of WFLASH in the analysis involves, among other things, the representation of the reactor core as a heated control volume with the associated bubvble rise model to permit a transient mixture height calculation. The multi-node capability of the program allowes for an explicit and detailed spatial representation of various system components. In particular it enables a proper calculation of the behavior of the loop seal during a loss-of-coolant transient. Safety injection flow rate to the Reactor Coolant System as a function of the system pressure is used as part of the input. The Safety Injection (SI) System was assumed to be delivering to the RCS 25 seconds after the generction of a safety injection signal. 3

For these analyses, the SI delivery considers pumped injection flow which is depicted in Figure 14.3~.2-1 as a function of RCS pressure. This figure represents injection flow from the SI pumps based on performance curves degraded 5 percent from the design head. The 25 seconds delay includes time required for diesel startup and loading of the safety injection pumps onto the emergency buses. The effect of RHR pump flow is not considered here since their shutoff head is lower than RCS pressure during the time portion of the transient considered here. Also, minimum Safeguards Emergency Core Cooling System capability and operability has been assumed in these analyses. Peak clad temperature analyses are performed with the LOCTA-IV(5,8) code which determines the RCS pressure, fuel rod power history, steam flow past 'the uncovered part of the core, and mixture height history. For this analysis, the Revised Pad Fuel Thermal Safety Model, described in WCAP-8720, addendum 2, generated the initial fuel rod condition input to LOCTA-IV. 14.3.2.3 Results This section presents results of the limiting break size in terms of highest peak clad temperature. The selection of the three break sizes reported here is based on the e" tensive sensitivity studies reported in Reference 7. The worst break size (small break) is a 4-in. diameter break. The depressurizati.on transient for this break is shown in figure 14.3.2-2. The extent to which the core is uncovered is shown in figure 14.3.2-3. During the earlier ,part of the small break transient, the effect of the

     -break flow is not strong enough to overcome the flow maintained by the reactor coolant pumps through the core as they are coasting down following reactor trip. Therefore, upward flow through the core is maintained. The resultant heat transfer cools the fuel rod and clad to very near the coolant temperatures as long as the core remains covered by a two phase mixture.

4

r

   .The maximum hot spot clad temperature calculated during the transient is
    '1630 F including the effects of fuel densification as described in Reference 6. The peak clad temperature transient is shown in Figure 14.3.2-4 for the worst break size, i.e., the break with the highest peak clad temperature. The steam flow rate for the worst break is shown on Figure 14.3.2-5. When the mixture level drops below the top of the core, the steam generated in the lower region flows upward and provides cooling to the upper portion of the core. The hot rod film coefficient for this phase of the transient is given in Figure 14.3.2-6. The hot spot fluid temperature for the worst break is shown in Figure 14.3.2-7.

Figure 14.3.2-8 presents the hot rod power distribution utilized to perform the small break analysis presented here. This power shape was chosen because it provides an appropriate distribution of power versus core height, and also because local power is maximized in the upper regions of the reactor core (10 feet to 12 feet). This power shape is skewed to the top of the core with the peak local power occurrir.g at the 10.0-foot core elevation. This is limiting for the small break analysis because of the core uncovery process for small breaks. As the core uncovers, the cladding in the upper elevation of the core heats up and is sensitive to the local power at that elevation. The cladding tempertures in the lower elevation of the core, below the two-phase mixture height, remair.s low. The peak clad temperature occurs above 10 feet. 14.3.2.4 Conclusions Analyses presented in this section show that the high head portion of the Emergency Core Cooling System, together with the accumulators, provide sufficient core flooding to keep the calculated peck : lad temperatures below required limits of 10 CFR 50.46. Hence, adequate protection is afforded by the Emergency Core Cooling System in the event of a small break loss-of-coolant accident. 5

Acditional Break Sizes Additional break sizes are analyzed. Figures 14.3.2-9 and -10 present the RCS pressure transient for the 3 and 6 inch breaks," respectively, and Figures 14.3.2-11 and "12 present the volume history (mixture h'eight) plots for both breaks. The peak clad temperatures for both cases are less than the peak clad temperature of the 4 inch break. The peak clad temperatures for both cases are given in Figures 14.3.2-13 and

           -14. The hot spot fluid temperature and steam flow rate for the 3 and 6 inch breaks are shown in Figure 14.3.2-15 through Figure 14.3.2-18.

The time sequence of events for all breaks analyzed is shown in Table 14.3.2-1 and a summary of the results is shown in Table la.3.2-2. \ 6

l l 1 References, Section 14.3.2 l

1. " Acceptance Criteria for Emergency Core Cooling Systems for Light Water Cooled Nuclear Power Reactors" 10 CFR 50.46 and Appendix K of 10 CFR 50. Federal Register, Volume 39, Number 3, January 4,1974.
2. " Westinghouse ECCS Evaluation Model-Summary, "WCAP-8339, Bordelon, F. M. , Massie, H. W. , and Zordan, T. A. , July 1974, WCAP-8341 (Proprietary), June 1974.
3. Esposito, V. J. , Kesaven, K. , Maul, B. A. , "WFLASH-A FORTRAN IV, Computer Program for Simulation of Transients in a Multi-Loop PWR,"

WCAP-8261 Rev. 1, July 1974, WCAP-8200, (Proprietary), June 1974.

4. Porsching, T. A. , Murphy, J. H. , Redfield, J. A. , and Davis, V. C. ,
                " FLASH-4: A Fully Implicit FORTRAN-IV Program for the Digital Simulation of Transients in a Reactor Plant, "WAPD-TM-84; Bettis Atomic Power Laboratory (March, 1969).

_5. Bordelon, F. M. , et al . , "LOCTA-IV Program: Loss-of-Coolant Transient Analysis, "WCAP-8305, June 1974, WCAP-8301, (Proprietary), June 1974.

6. Bordel,on ,' F. M. , et al . , " SATAN-VI Program: Comprehensive l

l Space-Time Dependent Analysis of Loss-of-Coolant," WCAP-8306, June 1974, WCAP-8302, (Proprietary), June 1974.

7. " Report on Small Break Accidents for Westinghouse NSSS System,"

i Vols. I to III, WCAP-9600,. June 1979.

8. Skwarek, R. J. , Johnson, W. J. , and Meyer, P. E. ,1977.
                " Westinghouse Emergency Core Cooling System Small Break," October 1975, Model. WCAP-8970-P-A (Proprietary) and WCAP-8971-P-A (Non-Proprietary).

7

TABLE 14.2.2-1 SMALL BREAK TIME SEQUENCE OF EVENTS (SEC) i TIME EVENT 3 INCH 4 INCH 6 INCH START 0.0 0.0 0.0 REACTOR TRIP SIGNAL 27.3 17.5 11.?5 TOP OF CORE UNC0VERY 809.0 411.0 167.0 ACCUMULATOR INJECTION BEGINS 1830.0 800.0 321.0 PEAK CLAD TEMPERATURE OCCURS 1532.0 824.0 330.0 TOP OF CORE COVERED 1830.0 1250.0 343.0 a 8

TABLE 14.3.2-2 SMALL BREAK RESULTS i RESULTS 3 INCH 4 INCH 6 INCH

  • PEAK CLAD TEMPERATURE (*F) 1237 1630 1598 l PEAK CLAD TEMPERATURE LOCATION (FT) 12.0 12.0 11.25 LOCAL Zr/H O REACTION, MAXIMUM (%) 0.11 0.66 0.40 2

LOCAL Zr/H2O LOCATION (FT) 12.0 11.75 11.0 TOTAL Zr/H 2O REACTION (%) <0.3 <0.3 <0.3 HOT ROD BURST TIME (SEC) HOT ROD BURST LOCATION (FT) CALCULATION

 .NSSS Power MWt 102% of                                 3411 Peak Linear Power kw/ft 102% of                        15.50 Hot Rod Power Distribution (kw/ft)           See Figure 14.3.2-8 Accumulator Water Volume, cu. ft.                      950 Fuel Region + Cycle Analyzed           Cycle           Region UNIT 1                                 8             W Fuel 9

1

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l l Attachment F to AEP:NRC:0745C Description of Proposed Technical Specifications l I i l i l (

JUSTIFICATION FOR D. C. COOK UNIT 1 (CYCLE 8) TECHNICAL SPECIFICATION CHANGES

SUMMARY

PAGE SECTION DESCRIPTION OF CHANGE JUSTIFICATION

l-5(a) 1.27 Introduces concept of DESIGN THERMAL Necessary to take advantage of OTAT margin POWER (DTP) gained by performing accident analysis at 3411 MWt core power.

2-2 Figure 2.1-1 Revised reactor core safety limits New limits are based on ITDP at Design Thermal Power. These limits provide pro-tection for DNB and exit boiling. The shape of the lines is consistent with current: technical specifications. Limits are dif ferent,due to convoluting the plant uacertainties directly into the limit DhBR value. 2-5 Table 2.2-1 Design flow is 91,600 gpm Reflects use of ITDP.

2-7, Table 2.2-1 Definitions of ATo, T', and T" are Change in setpoints reflects use of ,

2-8, . modified. Values of Kj, K2 ' K3' K4 ITDP at design thermal power. The f(AI) 2-9 and K6 are revised, and provisions reset function changed due to the DNB of 1,11, and 111 are modified correlations used. The most restrictive axial offsets from the WRB-1 and W-3 correlations are used. With the WRB-1 , correlation, top peak shapes (positive axial offsets) are penalized,thus

 ,                                                                                                  resulting in a shift towards the negative side.

B 2-1 2.1.1 (Bases) Deleted mention of W-3 DNB correlation; The DNB correlations for each fuel type Discussed DNBR basis when using the are specifically mentioned on page Inproved Thermal Design Procedure (ITDP) B 2-1 (a). These changes were made due to the use of the Improved Thermal Design Procedure (ITDP).

I JUSTIFICATION FOR D. C. COOK UNIT 1 (CYCLE 8) TECHNICAL SPECIFICATION CHANGES SIMlARY .. PAGE SECTION DESCRIPTION OF CHANGE JUSTIFICATION <

                ;   B 2-1(a)    2.1.1 (Bases)                          Added table with limit DNBR values        These changes were made due to the and appropriate DNB correlations          use of ITDP.

I for each fuel type. Revised "DNBR limit of 1.30" to " applicable design limit DNBR." l N N 2.1.1 (Bases) Revised F values for Westinghouse F values were revise in order to i B2-2(-B 2-2 a) andExxonNuclearCompanyfuels, dNinethedifferentF H values for each fuel type.

               ,    B 2-4      2.2.1 (Bases)                           Revised power range negative rate trip    The power range negative rate trip is description; revised "DNBR limit of       to provide protection in the event of l.30" to " applicable design limit       a dropped rod. This revision reflects l                                                        DNBR."                                    the protection provided and the Westing-l                                                                                                  house solution to the Dropped Rod I

issue as presented to the NRC. Note that the administrative restriction on the D bank applies until NRC appreval removes it. These changes were made, due to the i use of the Improved Thermal Design Pro-cedure (ITDP). B 2-6 2.2.1 (Bases) For loss of flow description, revised These changes were made due to the use 4 ,

                                                                       "DNBR limit of 1.30" to " applicable     of ITDP.

safety analysis design limit DNBR for each fuel type." 3/4 I-1 3.1.1.1 Change in shutdown margin from 1.75% A reduction in the required shutdown

         '                   4.1.1.1.1                                 to 1.60% ak/k                            margin to 1.60% (value for most W 4-loop plants) from 1.75% would make the shut-i down margin easier to meet for all
          '                                                                                                     cycles. Cycle 8 design has been per-formed using 1.60%.

3/4 1-21 3.1.3.3 Rod drop time < 2.4 secs. Increased scram time due to smaller guide tube thimble in 15x15 0FA than current fuel assemblies. 3/4 1-24 Figure 3.1-1 Revised three loop rod insertion imits. 3/4 1-25

                                                                                         ~

Figure 3.1-2 Revised four loop rod insertion limits.

JUSTIFICATION FOR D. C. COOK UNIT 1 (CYCLE 8) TECHNICAL SPECIFICATION CHAN ~ PAGE SECTION DESCRIPTION OF CilANGE JUSTIFICATION B' 3/4 1-1 3/4 1.1 (Bases) Change in shutdown margin from 1.75% This supports changes made in Sections to 1.60% Ak/k 3.1.1.1 and 4.1.1.1.1. 3/4 2-1; No change included for completeness. 3/4 2-2; 3/4 2-3; 3/42-4 3/4 2-5 3.2.2 The LOCA FQ limit revised to 2.00 Resulted from 15x15 0FA reload LOCA , (4.00 for P _< .5). Equation definition analysis. Definition expanded to of FQ(Z,g) include both Westinghouse and ENC fuels. Wor'd definition of Fg (Er.) and K(Z) Definition expanded to include both Westinghouse and ENC fuels.

                                                                          "Setpoint reduction...with the reactor  Wording changed to be consistent with in at least 110T STANDBY."             Westinghouse Tech Specs.

j I 3/4 2-6 4.2.2.2.c Equation definition of Definition expanded to include both Westinghouse and ENC fuels.

;                                                                         F (Z) 3/4 2-7                                         4.2.2.2.c              Word definition V(Z)                    V(Z) function will be removed from Tech Spec and defined in peaking factor limit report. This report will be available in the licensee's offices 60 days prior to cycle startup.

Figure reference K(Z) Reference expanded to include both Westinghouse and ENC fuels. l Definition of E p(Z) Definition expanded to include Westinghouse fuel. i ! Equation definition of Ep(Z) Definitions expanded to include both l Westinghouse and ENC Fuels

JUSTIFICATION FOR D. C. COOK UNIT 1 (CYCLE 8) TECHNICAL SPECIFICATION CilANGES

SUMMARY

PAGE SECTION DESCRIPTION OF CilANGE JUSTIFICATION W 3/4 2-8 4.2.2.2.e "

                                              . . . i nc rease i n peak pi n power Fan. . . "   Surveillance on Fg Foi variation is changed to "... increase in max over.I of           not always in the same direction as F"                                                Fg.

N [h(Z) ]..." *

                                              ...that the peak pin power, FaH..."               Surveillance on Fq . FaH variation is changed to "...that max over Z of                   not always in the same direction as F

N F. q {h(Z) ]..." 3/4 2-9 4.2.2.2.f "

                                               ...and P 1 0.5". An equation                     For clarity, "P 10.5" was removed from was added                                           the equation and inserted in the text.

Equations for Westinghouse and ENC fuels are separately defined. 3/4 2-10 Figure 3.2-2 Relabeled figure to denote ENC -- 3/4 2-11 Figure 3.2-3 The LOCA K(Z) curve -was revised. Resulted from 15x15 0FA reload LOCA

                                                                          -                     analysis.

3/4 2-12 3.2.3 Revised Fa values for Westinghouse F"g values were revised in order to define andExxonNuclearCo. fuels thedifferentFEggvaluesforeachfueltype. N 3/4 2-13 4.2.3.2 Section deleted Due to the use ITOP, the measured F3g value is not increased by 4%, since

this measurement uncertainty has been included in the design DNBR limit values.

3/4 2-14 3.2.4 Added "from RATED TilERMAL POWER" For clarity and consistency after "3%" in two places with Unit 2 Technical Specificatio ns. 3/4 2-15 No change. Added for completeness. 3/4 2-16 4.2.5.2 RCS flow rate to be measured once Required for use of ITDP. p + per month.

i 3/4 2-17 Table 3.2-1 DNB parameters added in DTP column. Parameters changed to reflect use of ITDP.

Design Thermal Power column added to

 !                                                                                              reflect increased Twn at 3411 MWt.

JUSTIFICATION FOR D. C. COOK UNIT 1 (CYCLE 8) TECHNICAL SPECIFICATION CHANGES SUPNARY

  • i PAGE WCTION DESCRIPTION OF CHANGE JUSTIFIC5 TION 3/4 2-18 3.2.6 Equation definition of Definition expanded to include both .

[Fj (Z)]s Westinghouse and ENC fuels. l 3/4 2-18 3.2.6.c Figure reference for K(Z) Reference expanded to include both Westinghouse and ENC fuels. - l 3/4 2-19 3.2.6.e FigurereferenceforFj(Et)and Reference and words expanded to include

                        ,                                                                                                               T(Et); word definition of T(Et)             both Westinghouse and ENC fuel.

t 3/4 2-20 3.2.6.g Equation definition of Fp Definition expanded to include both Westinghouse and ENC fuel. l 4 f Equation definition of APL j i , I '- "V(Z) is the function given in the V(Z) function will be removed from , i peaking factor limit report" Tech Specs and defined in the peaking  ! factor limit report. , l 3/4 2-21*, No change Added for completeness. 3/4 2-22 , 3/4 2-23 Figure Figure number changed. 3/4 2-24 Figure Revised figure for Westinghouse fuel. l B 3/4 2-4 3/4 2.2 and Revised explanation of FAH uncertainty Same justification as page 3/4 2-13. 3/4 2.3 (Bases) i B 3/4 2-5 3/4 2.2 and Changed "effect" to " affect" Grammatical change. I 3/4 2.3 i B 3/4 2-6 3/4 2.5 (Bases) Revised "DNBR limit of 1.30" to This change was made due to the use

                                                                                                                                         " applicable design DNBR limit."           of ITDP.

B 3/4 3-1 3/4.3.3.6 Pages referred to in text were Consistency with previous page changes. renumbered. B 3/4 4-1 3/4.4.1 (Bases) Revised "DNBR limit of 1.30" to These changes were made due to the

                                                                                                                                        " applicable design DNBR limit."            use of ITDP.

i se s. ., ATTACIDENT G TO AEP:NRC:0745C l i ANALYSIS USING THE STANDARDS IN 10 CFR 50.92 ABOUT THE ISSUE OF NO SIGNIFICANT HAZARDS CONSIDERATION FOR THE LICENSE AMENDMENT REQUEST l CONTAINED IN LETTER NO. AEP:NRC:0745C. Our analysis of the contents of the license amendment requested in i this letter shows that no significant hazards considerations are involved. In comparing the contents of the request against the standards of 10 CFR 50.92(c) we have found that the license amendment: l l (1) does not involve a significant increase in the probability or consequences of an accident previously evaluated. As shown in Attachments B, C, D and E to this letter, the reloaded core is very similar in design to earlier cores and the results of the pertinent safety analyses show conformance with regulatory limits. (2) does not create the possibility of a new or different kind of , accident from any accident previously evaluated. This fact is true because of the similarity of designs between the new Westinghouse and the currently inserted Exxon fuel assemblies, because of the use of standard calculational techniques approved by the NRC for cores reloaded by Westinghouse which have shown acceptable results and because no modifications are being requested for any Plant component other than the replacement of eighty Exxon fuel assemblies by the same number of Westinghouse assemblies and, (3) does not involve a significant reduction in a margin of safety. As shown in Attachments B, C, D and E to this letter the safety analyses performed in support of the license amendment show that sufficient margin exists to the 10 CFR 100, the 10 CFR 50.46 and the DNBR limits to ensure that the reloaded core will operate in a manner which is comparable in terms of safety to that of earlier cycles. No modifications are being requested in the license amendment that would degrade the Plant's ability to safely control and mitigate any design basis accident. Three points are clarified further: l a) Cycle 8 of Unit I will employ burnable poison rods of the WABA design. This new burnable poison rod is compatible with the new Westinghouse fuel assemblies and satisfies all performance requirements for its design life. Westinghouse l has submitted a topical report (see Attachment B) on the WABA design and is supporting the NRC's generic review in order to i obtain approval prior to the Cycle 8 startup date. We do not I consider this point to involve any consideratien of a significant safety hazard. b) The application for Cycle 8 of Unit I reload also employs a modified version of the PAD code to calculate fuel temperatures during the accident analysis. Westinghouse has l l

e o l similarly submitted a topical report (see Attachment A) on this matter and will support the NRC's generic review to obtain approval prior to the Cycle 8 startup date. We do not consider this point to involve any consideration of a significant safety hazard. c) The average region discharge burnups are not expected to exceed 39,000 MWD /MEU. This limit is well within today's technology and design capabilities. The analyres where high i burnup and corresponding clad characteristics were of 4 importance, have accounted for the maximum expectable values and shown acceptable results. We do not consider this point to involve any consideration of a significant safety hazard.

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