ML022400359

From kanterella
Revision as of 10:46, 26 March 2020 by StriderTol (talk | contribs) (StriderTol Bot insert)
(diff) ← Older revision | Latest revision (diff) | Newer revision → (diff)
Jump to navigation Jump to search
Tech Reviewer'S Notes Regarding Operating History and Attached Failure Time Evaluation Curve
ML022400359
Person / Time
Site: Davis Besse Cleveland Electric icon.png
Issue date: 08/27/2002
From:
Office of Nuclear Reactor Regulation
To:
References
FOIA/PA-2002-0229
Download: ML022400359 (2)


Text

i UNITED STATES NUCLEAR REGULATORY COMMISSION WASHINGTON, D.C. 20555-0001 Va cA~774 r I-L

/1

&P 'ý')l J5,-0 A4 Jc.uzztri-r---

.1,.'

n'#I g* 24 p- ý - & A.YdV Co'i 4ILQJ tUiAa.XL 11D -72/4 vY3 4< kAvtK4

- 4(0 SI /. 1-5

-tz:2 ý;>A 1 cj' MOk¶TILIA,f 65Yt4qb-LJQ r' . -2!

s -16

FAILURE TIME EVALUATION (3180C, 95/50) 360 I I II I I

0) 300

.C 0 240 *-ft*-%  %% -Nozzle Failure/Ejection CZ 180 __. .................. ... . .N l l.

3 x Design Pressure s. ..

C-) 120 60

, I ,I ,I, 0

0 12 i$ 24 36 48 60 Operating Time (months)

Figure 24 Variation of time to failure as a function of initial crack length, for the base case of 318:C, 95/50, crack growth rate.

6.7.3.2 Uncertainties and Sensitivity Studies in the absence of definitive data, the use of parametric values of crack growth rate can provide an understanding of the impact of various assumptions on the evaluation within the context of relevant values of the parameters. For the case of CRDM nozzle cracking, the effect of initial flaw size on the operating time to achieve the critical flaw sizes has been considered in Figure 24. The key parameter with a high level uncertainty is the crack growth rate.

At least three issues affect the selection of the crack growth rate, the environmental conditions, the operating temperature and the statistical basis for the selected crack growth rate. For OD circumferential cracking in CRDM nozzles, Section 6.2.1 concluded that PWSCC conditions are a reasonable approximation to the conditions thought to exist in the annulus between the nozzle and the RPV head, and as such crack growth data for PWSCC conditions are used in this analysis. [As noted in Section 6.2.1, field confirmation of the annulus conditions should be pursued by the industry to eliminate any uncertainty regarding the annulus conditions.]

As described in Section 6.3, the effect of operating temperature on the crack growth rate can be assessed using an Arrhenius extrapolation. For the case of CRDM nozzle conditions, MRP-48 (Ref. 15) indicates that RPV heads are operating in the temperature range from 286C to 318"C (547'F to 605'F). The base case described in Section 6.2.7.2.2 used 318"C (605WF).