ML20138J336

From kanterella
Jump to navigation Jump to search
Intervenor Exhibit I-CCANP-95,consisting of 810427 Memo Re Incident Review Committee 810424 Meeting Concerning Primary & Secondary Stress Intensity for Upset Loads in Design of Containment Mechanical Penetrations M9,M13 & M17
ML20138J336
Person / Time
Site: South Texas  STP Nuclear Operating Company icon.png
Issue date: 07/18/1985
From: Powell M
HOUSTON LIGHTING & POWER CO.
To: Jacobi L
HOUSTON LIGHTING & POWER CO.
References
OL-I-CCANP-095, OL-I-CCANP-95, NUDOCS 8510290318
Download: ML20138J336 (3)


Text

fdW95 V99 OL.

f - $ 0 (9, 0 f 9 5 ~

. ') /f f f

/.

L.

P; llouston Lighting & Mer Company U **

4 ril 27. 1981.

/

ofract Mtuon ANDuw ST-HL 18123 SFN: V-0530' h

LR. M1 M. E. Powelkk[

[

6em 3 6,ert incident Review Ccre,ittee (IRC) Meeting Concerning the Primary 8 l

Secondary Stress Intensity for tipset loads in the Design of the Containr'ent Mechanical Penetrations M9 M13 and M17; April 24 1981 (Item e93)

SOUTH TEIAS PROJECT ELECTRIC GENERATitG STAT 10'l i

During a Quadren audit of the specificttion for containtrent riethanical peretration M9. M13 and M17 it was noted that the Primary and Setendary (P P + Q) limit for l'eset conditions were shown in the specification to be(+3.3. The 3.3 factor was <;uestioned since. in general, this limit is typically 3.05m.

MLtP E'ngineering provided the foll:wirg background as to why the 3.3 factor was incorporated into the subject specification:

For the 1974 Editten of AS"E EtPV code, the limits of stress intensity are fwnd in Apcendix I!!! and s;ecifically Figure 3111-1141-1. From this I

figure the limit of stress intensity for (P P Q) is given as 3k5m.

Table NC-3217-1 lists values of k that are h+ppr$+priate for verlous lead co-binations. The k-factor for t': set leading condition is 1.1.

The use of k 1.1 and 3ksn provide a limit of 3.35m from the 1974 Edition of the code.

Since, as a design limit, the k-factor should not in general be applied to secondary self-eevilibrating leads, the Figure 1111-1141-1 in the 1977 edition of the code.as redified to provide a limit of stress intensity for (P + P + Q) of only 35s.

g i

Thus, the 3.3 factor was incor; orated as a result of an error in the code.

HLLP Engineering further stated that the Vendor stress report for the subject penetrations had beei reviewej and the Primary and Secondary (P

  • P + Q) limit for Uoset conditiers was attually lower than the 3.05m limit by a fIctor of 3.

t in aedition 'B&R is ;rocessing a change to the subject specification to re-e flect the code chaa.ge in the 1977 Edition to provide a limit of 3.05m. This limit will be used in futurt vendor stress analyses.

The IRC concluded that no significant safety harard entsts since no penetra-tions hcve been desigred with stresses enceeding the 35m limit for Upset conditions. In general, the si:ing of penetrations will be determined by the i

Faulted and Rupture loads using primary stress intensity limits (since the Upset loads are rot limiting leads). The Secondary loeds are self eeutlibrating i

and if a stress intensity bet een 35m and 3.35m should have been evaluated only local yielding w:uld have occurred in the structure not failure. Thus, this item is censidered to be clesed.

3, MEP/ par a

8510290318 850718 PDR ADOCK 05000498 G

PDR f

y

my o.. s.i.gics100 p

a A

$' +#

['(>+'A'~s 1

s

/

/

/

c,N

~

S 9*(l/

,,' /./*/

5s t',,W

-~

w,

.(/

\\

1 l

liouston Ligliting & Power Company OFFICE MEMOR ANDUM g gg T) 5FN: V-0530 I

Page 2 Imm gg a

Atteendees:

M. E. Powell J. G. khite R. R. Hernandez J. B. k derson T. H. Crawford A. B. Poole P. 5. Jordan (BLR) cc:

G.' W. Opre a, Jr.

J. H. Goldberg '

O. G. Barker J. W. Briskin C. G. Debertson R. A. Fratar J. L. Blau H. J. Sweeney T. J. Jordan R. L. Waldrep J. L. Hawks (B&R)

D. W. Jarecke (B&R)

K. Cook (B&R)

J. D'011ver (B&R)

H. McGee (B&R)

STP RMS B&R DCC em 1

6 8

e l

l

(

i 9

a

~ _ ~ Y LI ~=,

p.~

,-,-~i

$Ess? ' 0 OS i) 50_d(i)

=.

t l