?? p2.for
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*=======================================================================
SUBROUTINE USER(K)
*-----------------------------------------------------------------------
$INCLUDE:'SIMPLE.INC'
DIMENSION TH(22),THU(22),THDIF(22),THCV(22),THCVS(22)
EQUIVALENCE(X,TH),(XU,THU),(XDIF,THDIF),(XCV,THCV),
+ (XCVS,THCVS),(XL,THL)
*-----------------------------------------------------------------------
COMMON/CNTL/LSTOP
COMMON/SORC/SMAX,SSUM
COMMON/COEF/FLOW,DIFF,ACOF
*-----------------------------------------------------------------------
*--------------------------- PROBLEM 2 ----------------------------
*-----------------------------------------------------------------------
DIMENSION T(22,22)
EQUIVALENCE (F(1,1,4),T(1,1))
*-----------------------------------------------------------------------
GOTO (1,2,3,4,5,6),K
*-----------------------------------------------------------------------
* ENTRY GRID
1 MODE=2
XL=2.
YL=1.
R(1)=1.
L1=7
M1=7
CALL SUPPLY(1)
RETURN
*-----------------------------------------------------------------------
* ENTRY START
2 CONTINUE
READ(*,*)METHOD
TITLE(4)=' TEMP '
TITLE(13)=' COND '
LSOLVE(4)=.TRUE.
LPRINT(4)=.TRUE.
LPRINT(13)=.TRUE.
LAST=90
IF(METHOD.EQ.2)LAST=5
DO 100 J=1,M1
DO 100 I=1,L1
T(I,J)=200.
IF(I.EQ.1)T(I,J)=100.*(1.+Y(J))
100 CONTINUE
HTC=5.
Q=50.
TF=100.
GAM1=1.
RETURN
*-----------------------------------------------------------------------
* ENTRY DENSE
3 CONTINUE
RETURN
*-----------------------------------------------------------------------
* ENTRY BOUND
4 CONTINUE
DO 300 I=2,L2
T(I,M1)=T(I,M2)
300 T(I,1)=T(I,2)+Q*YDIF(2)/GAM1
GY=GAM1/XDIF(L1)
DO 301 J=2,M2
301 T(L1,J)=(HTC*TF+GY*T(L2,J))/(HTC+GY)
RETURN
*-----------------------------------------------------------------------
* ENTRY OUTPUT
5 CONTINUE
IF(ITER.NE.0)GOTO 400
WRITE(*,403)METHOD
403 FORMAT(' METHOD = ',I1)
WRITE(*,401)
401 FORMAT(' ITER',11X,'T(4,5)',14X,'T(5,3)')
400 WRITE(*,402)ITER,T(4,5),T(5,3)
402 FORMAT(I6,2F20.5)
IF(ITER.EQ.LAST)CALL SUPPLY(2)
RETURN
*-----------------------------------------------------------------------
* ENTRY GAMSOR
6 CONTINUE
DO 500 J=1,M1
DO 500 I=1,L1
500 GAM(I,J)=GAM1
DO 501 J=4,7
DO 501 I=4,5
501 GAM(I,J)=.2*(1.+T(I,J)/100.)
DO 510 I=2,L2
DO 510 J=2,M2
CON(I,J)=100.
510 AP(I,J)=-.5
IF(METHOD.EQ.1)RETURN
DO 520 I=2,L2
GAM(I,M1)=0.
GAM(I,1)=0.
520 CON(I,2)=CON(I,2)+Q*R(1)/ARX(2)
RES=1./HTC+1./GY
ARES=1./(RES*XCV(L2))
DO 521 J=2,M2
GAM(L1,J)=0.
CON(L2,J)=CON(L2,J)+ARES*TF
521 AP(L2,J)=AP(L2,J)-ARES
RETURN
END
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