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{{#Wiki_filter:Jhomas Alexion - FW: Slides for NRC Conference Call on April 27, 2004               Page_1 Pa    11 Thoms     W: Side fo.NR Cofrec Ca on Ap1 27, 200 Aexin-                                              I From:             'DAVANT, GUY H"<GDAVANT@ entergy.com>
{{#Wiki_filter:Jhomas Alexion - FW: Slides for NRC Conference Call on April 27, 2004 Page_1 11 Thoms Aexin-W: Side fo.NR Cofrec Ca on Ap1 27, 200 Pa I
To:               "'twa~nrc.gov"' <twa~nrc.gov>
From:
Date:             4/27/04 12:06PM
To:
Date:


==Subject:==
==Subject:==
FW: Slides for NRC Conference Call on April 27, 2004 Tom, Attached are notes we will be discussing during the 1:00 call today. You may docket these.
'DAVANT, GUY H" <GDAVANT@ entergy.com>
"'twa~nrc.gov"' <twa~nrc.gov>
4/27/04 12:06PM FW: Slides for NRC Conference Call on April 27, 2004
: Tom, Attached are notes we will be discussing during the 1:00 call today. You may docket these.
Thanks!
Thanks!
Guy
Guy
            > <<<SIA EPFM NRC CONF 4-27-04.pdf>>
> <<<SIA EPFM NRC CONF 4-27-04.pdf>>


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==Subject:==
==Subject:==
FW: Slides for NRC Conference Call on April 27, 2004 Creation Date:        4/27/04 11:59AM From:                "DAVANT, GUY H" <GDAVANT@entergy.com>
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Response to NRC Questions
Response to NRC Questions
: 1. Upper shelf Charpy V-notch energy (USE) estimates for the ANO-1 head material were developed as shown in Figure 4, This Figure indicates three Charpy energy data points derived from measurements on the ANO-1 head material at +100 F. The actual measurements were higher, but they were measured in the Longitudinal direction, so they were reduced for the Transverse direction in accordance with USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a. These are obviously not on the upper shelf, so they have been plotted on a complete Charpy Energy plot for a comparable material (GGNS beltline plate, comparable thickness, Transverse direction). The three ANO points fall well within the range of the GGNS data at +100F, and therefore, the GGNS data, which exhibit USEs ranging from 94 to 120 ft-lbs, are considered representative of the ANO-1 head material USE. The lower bound value of 94 ft-lbs was used, in conjunction with J-T versus Charpy USE correlations in NUREG-0744 (Figures 2 and 3), to estimate a conservative J-T curve for the analysis.
: 1. Upper shelf Charpy V-notch energy (USE) estimates for the ANO-1 head material were developed as shown in Figure 4, This Figure indicates three Charpy energy data points derived from measurements on the ANO-1 head material at +100 F. The actual measurements were higher, but they were measured in the Longitudinal direction, so they were reduced for the Transverse direction in accordance with USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a. These are obviously not on the upper shelf, so they have been plotted on a complete Charpy Energy plot for a comparable material (GGNS beltline plate, comparable thickness, Transverse direction). The three ANO points fall well within the range of the GGNS data at +100F, and therefore, the GGNS data, which exhibit USEs ranging from 94 to 120 ft-lbs, are considered representative of the ANO-1 head material USE. The lower bound value of 94 ft-lbs was used, in conjunction with J-T versus Charpy USE correlations in NUREG-0744 (Figures 2 and 3), to estimate a conservative J-T curve for the analysis.
: 2. The screening criteria of Appendix H were developed using the "Fracture Analysis Diagram" (FAD) approach.
: 2. The screening criteria of Appendix H were developed using the "Fracture Analysis Diagram" (FAD) approach.
Although Appendix H itself is strictly applicable only to ferritic piping, the FAD approach upon which it is based is more generally applicable. A second criterion for the applicability of J-T stability analysis to ferritic materials is that the temperature be at least 500F greater than the onset of upper shelf. From Figure 4, it is seen that onset of upper shelf occurs at about 210 0F. Since the ANO-1 evaluation is at operating temperature of -5501F, it clearly meets the latter criterion as well.
Although Appendix H itself is strictly applicable only to ferritic piping, the FAD approach upon which it is based is more generally applicable. A second criterion for the applicability of J-T stability analysis to ferritic materials is that the temperature be at least 500F greater than the onset of upper shelf. From Figure 4, it is seen that onset of upper shelf occurs at about 2100F. Since the ANO-1 evaluation is at operating temperature of -5501F, it clearly meets the latter criterion as well.


Response to NRC Questions (continued)
Response to NRC Questions (continued)
Line 49: Line 60:
: 4. The analysis demonstrates large margins between applied J-integral and the crack instability point (i.e. the point where the applied J-T line intersects the appropriate J-T material curve) in all cases. In Figure 6, it is seen that the applied J-T point for the recommended safety factors of 3 on primary loads and 1.5 on secondary (residual) loads is below even the 40 ft-lb J-T material curve, which was measured at +10 for the ANO-1 head material, and is an extreme lower bound of USE for this material. Considering a more reasonable estimate of J-T material for the ANO-head material on the upper shelf (the 94 ft-lb curve - still a lower bound) shows ample margin to instability, and even supports application of the full safety factor of 3 on both primary and secondary (residual) loads.
: 4. The analysis demonstrates large margins between applied J-integral and the crack instability point (i.e. the point where the applied J-T line intersects the appropriate J-T material curve) in all cases. In Figure 6, it is seen that the applied J-T point for the recommended safety factors of 3 on primary loads and 1.5 on secondary (residual) loads is below even the 40 ft-lb J-T material curve, which was measured at +10 for the ANO-1 head material, and is an extreme lower bound of USE for this material. Considering a more reasonable estimate of J-T material for the ANO-head material on the upper shelf (the 94 ft-lb curve - still a lower bound) shows ample margin to instability, and even supports application of the full safety factor of 3 on both primary and secondary (residual) loads.


8           58           189         158       289 T mat Figure 1: J-T Diagram for Several Reactor Vessel Steels and Welds Showing Rough Correlation with Charpy V-notch Upper Shelf Energy [5J. Power Law Correlations used for ANO-1 Head (40 and 94 ft-lbs) also Shown
8 58 189 158 289 T mat Figure 1: J-T Diagram for Several Reactor Vessel Steels and Welds Showing Rough Correlation with Charpy V-notch Upper Shelf Energy [5J. Power Law Correlations used for ANO-1 Head (40 and 94 ft-lbs) also Shown
(
(


15 10         *a150/_
15 10  
170 C                       o           200       o3 20 5
*a150/_
SS 00 0.0,           0.4               0.8             1.2             1.6           2.0 CVN/100t+ l6>
170 C
o 200 o3 20 5
SS 00 0.0, 0.4 0.8 1.2 1.6 2.0 CVN/100t+ l6>
Figure 2: Correlation of Coefficient C of Power Law J R-curve Representation with Charpy V-notch Upper Shelf Energy [51
Figure 2: Correlation of Coefficient C of Power Law J R-curve Representation with Charpy V-notch Upper Shelf Energy [51


0.7.
0.7.
0.6 0
0.6 0
04 0.5             o05*             Y o
0.5 o05*
o 04 Y
EQ-so---O-
EQ-so---O-
        .0.4                   o                           00 m
.0.4 o
043              1.       1.61T-CT 0.2z 0.1
00 m
      *0                           L..             ~
: 1.
* 0           2.       4         6         8         ic         12          14        16 X=C+1.5( O.'
1.61T-CT 043 0.2z 0.1
Figure 3: Correlation of Exponent m of Power Law J R-curve Representation with Coefficient C and Flow Stress cs 151
*0 L..  
~
0
: 2.
4 6
8 ic X=C+1.5( O.'
12 14 16 Figure 3: Correlation of Exponent m of Power Law J R-curve Representation with Coefficient C and Flow Stress cs 151


130 120                                           USE Mean 106 ft-ibs
130 120 110 1-In
                                                                                  /
.04--
110 1-In 100    _..e          7~    7      7                                                                            i    ,      _              .          .        .      ..    ..      ..
cm il-arw
          .0 4--    90                          ., '  ,'  , '' .      '-'    -/-      '            7."-"'  -  -' -,    /-'                      _    _-                                          ..      -
'a
cm il- 80                                          Lowest USE 94 ft-lbs ar w 70          USE LC L98 Ft-lbs ..
-D-0 o
          'a
          -D
          -0   60 o
Vn
Vn
          .0 50 0.
.0 0.
40 co C-,
co DC-,
D
100 90 80 70 60 50 40 30 USE Mean 106 ft-ibs
                            .           '                '              .i   .-   I ,            AND-I ,RVH
_..e 7~
                                                                                            ,", I1.',',,'        .,,,--Charpy'-, Data'         Cmparison.,
7 7
tI..,..I   ...... ,     I .; s2^.............. ' w.;-
/
30                                                -wit                                   GGNS BatinPlate Data to estals                                             S (Fourth Order polynomnial fit With 99% confidence bounds) h-GG 20 10                                                                      NS RV Beitline Plates (transverse CVN) 4-plates
i  
                                                    -                            ANO-1 RVH (CVN at +10F) using MTEB 5-2; B-1.1-3a 0
-/-
                    -110 -90               -70         -50       -30     -10     10 30 50 70 90 1110 130 150 170 190 210 230 Test Temperature {Deg. F)
7."-"'  
Figure 4. GGNS RV Plate (beltline) data (Lukens Steel A533 Gr. B Cl. 1) from transverse Charpy V-notch test. ANO-1 data from FSAR Table 4-16, @                       +10 F Longitudinal. Converted to Transverse using USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a.
/-'
Lowest USE 94 ft-lbs USE LC L98 Ft-lbs..
.i AND-I RVH Charpy Data' Cmparison.,
-wit GGNS BatinPlate Data to estals S
(Fourth Order polynomnial fit With 99% confidence bounds) h-GG NS RV Beitline Plates (transverse CVN) 4-plates ANO-1 RVH (CVN at +10F) using MTEB 5-2; B-1.1-3a I,
,", I1.',',,'
tI..,..I I.; s2^.............. ' w.;-
20 10 0
-110 -90  
-70  
-50  
-30  
-10 10 30 50 70 90 111 Test Temperature {Deg. F) 0 130 150 170 190 210 230 Figure 4. GGNS RV Plate (beltline) data (Lukens Steel A533 Gr. B Cl. 1) from transverse Charpy V-notch test. ANO-1 data from FSAR Table 4-16, @  
+10 F Longitudinal. Converted to Transverse using USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a.


J                                   J I     INSTABILITY MATERIAL haSLOPE    dA 7--
J J
I     APPLIED Aa T=     -()
haSLOPE dA Aa I
93220rO Figure 5- Schematic of EPFM Stability Analysis from ASME XI, Appendix K 141
INSTABILITY ---
MATERIAL 7--
I APPLIED T =  
-()
93220rO Figure 5-Schematic of EPFM Stability Analysis from ASME XI, Appendix K 141


12 10 a..
12 10 a..
a -A 2;.._.'.'.........
a -A 2 ;.._.'.'.........
0 0         20           40             60           80   100   120         140 Tearing Modulus Figure 6- Results of EPFM Stability Analysis for ANO-1 Top Head Remnant Cracking Concern
0 0
20 40 60 80 Tearing Modulus 100 120 140 Figure 6-Results of EPFM Stability Analysis for ANO-1 Top Head Remnant Cracking Concern


Table 1: J-T Computations for ANO-1 Top Head Remnant Crack (postulated) using ASME Section XI Appendix K Approximate Method
Table 1: J-T Computations for ANO-1 Top Head Remnant Crack (postulated) using ASME Section XI Appendix K Approximate Method
              -:Safety                 I KID !,-"a      1-Ktot K- .                  rD I I 'K'totat:    0     'l(a a),
-:Safety KID I K-1.
Factor _-.__            ksi in ,,-                     inches.   -____       __lkin:
-Ktot I
SF=1           3.7           90.7       94.4     0.131     1.631       1.043           98.4 SF=3,1.5     11.1           136.1       147.2   0.319     1.819       1.101         162.0 SF=2           7.4           181.4       188.8   0.525     2.025       1.162         219.4 SF=3         11.1           272.1       283.2   1.182     2.682       1.337         378.7 SF=3.5       13.0           317.5       330.4   1.609     3.109       1.440         475.6 SF=4         14.8           362.8       377.6   2.101     3.601       1.549         585.1 I                             ksi i         .      ; .- n-kips/in ;   __-'  -    : In-kips/i .
rD I  
SF=1         3.7             90.7         94.4     98.4       0.294         0.916           0.046 SF-3, 1.5   11.1             136.1       147.2   162.0       0.797         2.483           0.124 SF=2         7.4             181.4       188.8   219.4       1.460       4.551             0.228 SF=3       11.1             272.1       283.2   378.7       4.350       13.559           0.678 SF=3.5     13.0             317.5       330.4   475.6       6.863       21.392           1.070 SF=4       14.8             362.8       377.6   585.1       10.383       32.367           1.618}}
"a 0  
'l(a a),  
'K'totat:
Factor ksi in,,-
inches. -____
__lkin:
SF=1 3.7 90.7 94.4 0.131 1.631 1.043 98.4 SF=3,1.5 11.1 136.1 147.2 0.319 1.819 1.101 162.0 SF=2 7.4 181.4 188.8 0.525 2.025 1.162 219.4 SF=3 11.1 272.1 283.2 1.182 2.682 1.337 378.7 SF=3.5 13.0 317.5 330.4 1.609 3.109 1.440 475.6 SF=4 14.8 362.8 377.6 2.101 3.601 1.549 585.1 I
ksi i n-kips/in ;
: In-kips/i.
SF=1 3.7 90.7 94.4 98.4 0.294 0.916 0.046 SF-3, 1.5 11.1 136.1 147.2 162.0 0.797 2.483 0.124 SF=2 7.4 181.4 188.8 219.4 1.460 4.551 0.228 SF=3 11.1 272.1 283.2 378.7 4.350 13.559 0.678 SF=3.5 13.0 317.5 330.4 475.6 6.863 21.392 1.070 SF=4 14.8 362.8 377.6 585.1 10.383 32.367 1.618}}

Latest revision as of 02:56, 16 January 2025

E-mail Dated 04/27/04 ANO 1 Slides for NRC Conference Call on 04/27/04
ML041410132
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Issue date: 04/27/2004
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Alexion T W, NRR/DLPM, 415-1326
References
Download: ML041410132 (11)


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Jhomas Alexion - FW: Slides for NRC Conference Call on April 27, 2004 Page_1 11 Thoms Aexin-W: Side fo.NR Cofrec Ca on Ap1 27, 200 Pa I

From:

To:

Date:

Subject:

'DAVANT, GUY H" <GDAVANT@ entergy.com>

"'twa~nrc.gov"' <twa~nrc.gov>

4/27/04 12:06PM FW: Slides for NRC Conference Call on April 27, 2004

Tom, Attached are notes we will be discussing during the 1:00 call today. You may docket these.

Thanks!

Guy

> <<<SIA EPFM NRC CONF 4-27-04.pdf>>

I CA\\WIND0WS\\TEMP\\GW)00001.TMP Pacie 1 i

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FW: Slides for NRC Conference Call on April 27, 2004 4/27/04 11:59AM "DAVANT, GUY H" <GDAVANT@entergy.com>

GDAVANT@entergy.com Recipients nrc.gov owf4_po.0WFNDO TWA (Thomas Alexion)

Post Office owf4_po.0WFNDO Route nrc.gov Files Size MESSAGE 159 Part.001 861 SIA EPFM NRC CONF 4-27-04.pdf Mime.822 975129 Date & Time 04/27/04 11:59AM 710470 Options Expiration Date:

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Response to NRC Questions

1. Upper shelf Charpy V-notch energy (USE) estimates for the ANO-1 head material were developed as shown in Figure 4, This Figure indicates three Charpy energy data points derived from measurements on the ANO-1 head material at +100 F. The actual measurements were higher, but they were measured in the Longitudinal direction, so they were reduced for the Transverse direction in accordance with USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a. These are obviously not on the upper shelf, so they have been plotted on a complete Charpy Energy plot for a comparable material (GGNS beltline plate, comparable thickness, Transverse direction). The three ANO points fall well within the range of the GGNS data at +100F, and therefore, the GGNS data, which exhibit USEs ranging from 94 to 120 ft-lbs, are considered representative of the ANO-1 head material USE. The lower bound value of 94 ft-lbs was used, in conjunction with J-T versus Charpy USE correlations in NUREG-0744 (Figures 2 and 3), to estimate a conservative J-T curve for the analysis.
2. The screening criteria of Appendix H were developed using the "Fracture Analysis Diagram" (FAD) approach.

Although Appendix H itself is strictly applicable only to ferritic piping, the FAD approach upon which it is based is more generally applicable. A second criterion for the applicability of J-T stability analysis to ferritic materials is that the temperature be at least 500F greater than the onset of upper shelf. From Figure 4, it is seen that onset of upper shelf occurs at about 2100F. Since the ANO-1 evaluation is at operating temperature of -5501F, it clearly meets the latter criterion as well.

Response to NRC Questions (continued)

3. The Appendix K approximation for J-integral requires that the plastic zone size be small (i.e. contained plasticity).

The plastic zone size with the recommended safety factors (SF=3 on primary loads, 1.5 on secondary) is 0.319",

which is considered small in comparison to the original crack size of -1.5" and the nominal head thickness of 6.6".

The plastic zone sizes become significantly greater for the higher safety factor cases (0.5" to 2"), but these are just informational cases to demonstrate margin, and not the focal point of the analysis. Also, since the dominant loading in these analyses is residual stress (amplified by safety factors), which is strain controlled and highly localized, the approximation of using LEFM K-values to estimate EPFM J-values remains valid for much larger plastic zone sizes than might be interpreted from Appendix K.

4. The analysis demonstrates large margins between applied J-integral and the crack instability point (i.e. the point where the applied J-T line intersects the appropriate J-T material curve) in all cases. In Figure 6, it is seen that the applied J-T point for the recommended safety factors of 3 on primary loads and 1.5 on secondary (residual) loads is below even the 40 ft-lb J-T material curve, which was measured at +10 for the ANO-1 head material, and is an extreme lower bound of USE for this material. Considering a more reasonable estimate of J-T material for the ANO-head material on the upper shelf (the 94 ft-lb curve - still a lower bound) shows ample margin to instability, and even supports application of the full safety factor of 3 on both primary and secondary (residual) loads.

8 58 189 158 289 T mat Figure 1: J-T Diagram for Several Reactor Vessel Steels and Welds Showing Rough Correlation with Charpy V-notch Upper Shelf Energy [5J. Power Law Correlations used for ANO-1 Head (40 and 94 ft-lbs) also Shown

(

15 10

  • a150/_

170 C

o 200 o3 20 5

SS 00 0.0, 0.4 0.8 1.2 1.6 2.0 CVN/100t+ l6>

Figure 2: Correlation of Coefficient C of Power Law J R-curve Representation with Charpy V-notch Upper Shelf Energy [51

0.7.

0.6 0

0.5 o05*

o 04 Y

EQ-so---O-

.0.4 o

00 m

1.

1.61T-CT 043 0.2z 0.1

  • 0 L..

~

0

2.

4 6

8 ic X=C+1.5( O.'

12 14 16 Figure 3: Correlation of Exponent m of Power Law J R-curve Representation with Coefficient C and Flow Stress cs 151

130 120 110 1-In

.04--

cm il-arw

'a

-D-0 o

Vn

.0 0.

co DC-,

100 90 80 70 60 50 40 30 USE Mean 106 ft-ibs

_..e 7~

7 7

/

i

-/-

7."-"'

/-'

Lowest USE 94 ft-lbs USE LC L98 Ft-lbs..

.i AND-I RVH Charpy Data' Cmparison.,

-wit GGNS BatinPlate Data to estals S

(Fourth Order polynomnial fit With 99% confidence bounds) h-GG NS RV Beitline Plates (transverse CVN) 4-plates ANO-1 RVH (CVN at +10F) using MTEB 5-2; B-1.1-3a I,

,", I1.',',,'

tI..,..I I.; s2^.............. ' w.;-

20 10 0

-110 -90

-70

-50

-30

-10 10 30 50 70 90 111 Test Temperature {Deg. F) 0 130 150 170 190 210 230 Figure 4. GGNS RV Plate (beltline) data (Lukens Steel A533 Gr. B Cl. 1) from transverse Charpy V-notch test. ANO-1 data from FSAR Table 4-16, @

+10 F Longitudinal. Converted to Transverse using USNRC SRP/NUREG-75/087 MTEB 5-2 Position 1.1 B-3a.

J J

haSLOPE dA Aa I

INSTABILITY ---

MATERIAL 7--

I APPLIED T =

-()

93220rO Figure 5-Schematic of EPFM Stability Analysis from ASME XI, Appendix K 141

12 10 a..

a -A 2 ;.._.'.'.........

0 0

20 40 60 80 Tearing Modulus 100 120 140 Figure 6-Results of EPFM Stability Analysis for ANO-1 Top Head Remnant Cracking Concern

Table 1: J-T Computations for ANO-1 Top Head Remnant Crack (postulated) using ASME Section XI Appendix K Approximate Method

-:Safety KID I K-1.

-Ktot I

rD I

"a 0

'l(a a),

'K'totat:

Factor ksi in,,-

inches. -____

__lkin:

SF=1 3.7 90.7 94.4 0.131 1.631 1.043 98.4 SF=3,1.5 11.1 136.1 147.2 0.319 1.819 1.101 162.0 SF=2 7.4 181.4 188.8 0.525 2.025 1.162 219.4 SF=3 11.1 272.1 283.2 1.182 2.682 1.337 378.7 SF=3.5 13.0 317.5 330.4 1.609 3.109 1.440 475.6 SF=4 14.8 362.8 377.6 2.101 3.601 1.549 585.1 I

ksi i n-kips/in ;

In-kips/i.

SF=1 3.7 90.7 94.4 98.4 0.294 0.916 0.046 SF-3, 1.5 11.1 136.1 147.2 162.0 0.797 2.483 0.124 SF=2 7.4 181.4 188.8 219.4 1.460 4.551 0.228 SF=3 11.1 272.1 283.2 378.7 4.350 13.559 0.678 SF=3.5 13.0 317.5 330.4 475.6 6.863 21.392 1.070 SF=4 14.8 362.8 377.6 585.1 10.383 32.367 1.618