ML20116H486
ML20116H486 | |
Person / Time | |
---|---|
Site: | Millstone ![]() |
Issue date: | 02/01/1995 |
From: | Haramis V, Shin J, Zuzovsky M NORTHEAST NUCLEAR ENERGY CO. |
To: | |
Shared Package | |
ML20116H438 | List: |
References | |
ME-TH-001, ME-TH-001-R01, ME-TH-1, ME-TH-1-R1, NUDOCS 9608120104 | |
Download: ML20116H486 (57) | |
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Valve 2cS-16.1 A and B Bonnet Fluid Teneerature Fo11ovina TDCA l ' ~u y: CALCULATION NO. ME-TH-001 NO. OF SHEETS 9+ attached% %w FINAL CALC. CONTAINS ASSUMPTIONS WHICH REQUIRE CONFIRMATION YES X_ No ASSUMPTIONS CONFIRMED ON BY Y 7lMjyg Ws V. MA<A/1Ls / d S///N _ 1/4/95 F/. BUMA 3lgq( }J.ShinW VYm M. & diIt ,,4 V. Haramis 0 All M. Zuzovsky REV SHT NAME DATE NAME DATE NAME DATE NO. NOS CAIEUIATION BY CHECKED BY VERIFIED BY n PRELIMINARY FINAL lX j SUPERSEDES CALC. NO. N/A u q SAFETY-REIATED X NONSAFETY-RELATED 2 .5 ~' -t 9608120104 960007 PDR ADOCK 05000336 i P PDR ,j
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N s,. 1d TABLE OF CONTENTS '.;;?f& SHEET -~1 TITLE EQ),,,,, M,,t$h . n;.y Calculation Cover sheet 1 T1.:1 Revision Log 2 "C 1.0 Table of Contents 3 "yj 2.0 Purpose 4 ~x-Os$ 3.0 Applicable codes and Standards 4 4.O Methodology 4 5.0 Assumptions 4 0 6.0 References 4 7.0 C.alculations 5 8.0 Results and Conclusions 9 ATTACHMENTS A. HEATING 6 Computer Output 44 pages B. Memo from N. Patankar to M. Zuzovsky, dated 1/24/95 2 pages j c. 6
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To calculate the containment Sump Outlet Isolation valve (2CS-16.1 A & B) bonnet temperature after IOCA considering that the Me piping (24-HCB-1) upstream of the valve is full of borated water up M to Elevation (-)29 feet. l /athS El S l7 3.0 APPLICABLE CODES AND STANDARDS i None i 4.O METHODOIDGY In order to calculate the temperature of the trapped fluid in the valve bonnet, this calculation uses the HEATING 6 computer code to g perform a transient heat transfer analysis of the pipe filled with y ad-i water. The calculation considers a duration of IDCA, before the receipt of Sump Recirculatiorbtuation SignalafterjN/75 '_ nt : i i (SRAS) when the valve 2CS-16.1 A and B and open. 1 All of the input data in contained in References 1 'Itt_ t O. M f /4 4.(Atta u M t c 5.0 ASSUMPTIONS O AMC There are no assumptions in this calculation.
6.0 REFERENCES
I 1) Memo from N. Patankar to M. Zuzovsky, dated 1/24/95, NBP i 001, Attached. j t 2) " Principles of Heat Transfer", F. Kreith, 3rd Ed., 1976. l 3) Piping drawing No. 25203-24026. [
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'~ 24.f;3 t -s ; c: 7.0 CALCULATIONS j;4 j Q The calculation es HEATING 6 to model the pipe (24"-HCB-1) from k ' elevation (-) feet to the valve. The pipe is filled with Al borated water and is Schedule 105 stainless steel. As depicted inl N /ff Ref. 3, the pipe is embedded in concrete until it reaches the valve W chamber, where the last 4.0 feet of the pipe is exposed to a i chamber temperature of 28'F. The containment temperature is 120*F before IDCA and 300'F after IDCA. &M W The water in the pipe is stagnant for 4,j sinut:: following IACAl.,Al when Recirculation Mode starts. The pipe outside diameter is 24" and the inside diameter is 23.5".p p mer99 feet of the pipe are embedded in concrete.
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MATERIAL Cond' activity Density Specific Heat 3 (Btu /hr-ft-F) (lb/ft ) '(Btu /lb-F) WATER 0.353 62.2 0.998 at 80'F 0.391 55.6 1.050 at 350*F i STAINLESS 8.7 488. 0.11 at 32'F STEEL 9.4 at 212'F 10.9 at 572*F CONCRETE 0.7 140. 0.20 The HEATING 6 solves the heat conduction through the water, pipe wall and concrete with the following boundary conditions containment side the water temperatureg0*F initially and thenon the y & p increases to 300*F for the following 44.....t;. and near the valve l#/#/fi ' { inlet the pipe is cooled by free convection to the chamber air at a temperature of 88'F. l i' '*:i a k l ^ O: a*
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8.0 RESULTS AND CONCIDSIONS g/. g ggn hb " nut $h%f following IOCA, the temperature of the borated water upstream of' ^MD The results of the analysis show that after the it jgs6 the valves (2CS-16.1 A and B) doesgt change from its initialfollowing IDCA the KI.,p? temperature of 89.l'F. During the 0, ircett: temperature increase occurs only along ene-feet of the pipe on the fMf. containment side. o Ffut n, p u ) Based on the above it is concluded the trapped fluid temperature in valve 2CS-16.1 I and B will rezain the same when the valve is required to open on a SRAS. Since there is no change in the Bonnet trapped fluid temperature, it is concluded that Pressure Ipking in the valve will not be experienced, as long as the pipe u of valves 2CS-16.1 A and B is full of water at all tinsa. pstream e i 1 4 J l ( i r + ,r, :- qi t;. +.;.* ev., N.t a ' 3 t j s J o's.s ~ '%Y h ' ~ '
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SUBJECT:
NUSCO - MILLSTONE UNIT 2 l CALCULATION TO ALLEVIATE PRESSURE LOCKING IN Q VALVE 2CS-16.1 A AND B i l Based on our discussion, please perform a calculation to determine the valve (2CS-161 A and B) bonnet temperature, after LOCA considering that the piping (24*-HCB-1) upstream of the valve is full of borated water upto Elevation (-) 22 feet. The following input is provided for this calculation: i i 1, Valve 2CS-16.1 A and B Data: (i) Size: 24 inches, parallel wedge type gate valve.150# ANSI rating (ii) Details of Valve: See Drawing No. 25203-29050. Sheet 15. Rev. 0 (iii) Maximum Bonnet Internal Pressure to Open Valve = 150 psig (iv) Maximum Differential Pressure Across Both Discs = 150 psig 2; Piping Data (24"-HCB 1): \\ (i) 24 inch dianieter, Schedule 10s. Stainless Steel (ASTM A312. Type 304) (iil Piping Classification: HCB per Spec. No. 7064 MS 3. Rev. 6 (iii) Piping Configuration: See Drawings Nos. 25203 24030. 25203 24026. FSK-M-010,25203 20150 Sheets I and 2 ) 3. MOV Program Design Basis Information (Ref. Cal No. 89-078-870ES, Rev. 03 dated 7/26/93, Appendix "O" page O 3 of O 5) (i) MOV 2CS-16.1 A and B Elevation: (-) 28.77 feet [28 (eet 9% inch] I (ii) MOV 2CS-16.1 A and B End to End Dimension: 2* 8* 6 (iii) Valve Upstream Pressure after LOCA: 42.2 psig 4 Valve Downstream Pressure after LOCA: 19.6 psig 4 liv) Sump Recirculation Actuation Signal: 44 minutes after LOCA E. (when valve is required to open) k - - - - - - - - - - - - " ' - ~ ^ c,..j '}}