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|
*DECK TRIPKN
SUBROUTINE TRIPKN (IELEM,LX,LY,LZ,L4,CYLIND,XXX,YYY,ZZZ,XX,YY,ZZ,
1 DD,KN,QFR,IQFR,VOL,MAT,NCODE,ICODE,ZCODE,IMPX)
*
*-----------------------------------------------------------------------
*
*Purpose:
* Numbering corresponding to a primal formulation of the finite element
* discretization in a 3-D geometry.
*
*Copyright:
* Copyright (C) 2002 Ecole Polytechnique de Montreal
* This library is free software; you can redistribute it and/or
* modify it under the terms of the GNU Lesser General Public
* License as published by the Free Software Foundation; either
* version 2.1 of the License, or (at your option) any later version
*
*Author(s): A. Hebert
*
*Parameters: input
* IMPX print parameter.
* LX number of elements along the X axis.
* LY number of elements along the Y axis.
* LZ number of elements along the Z axis.
* CYLIND cylindrical geometry flag (set with CYLIND=.true.).
* IELEM degree of the Lagrangian finite elements: =1 (linear);
* =2 (parabolic); =3 (cubic); =4 (quartic).
* NCODE type of boundary condition applied on each side:
* I=1: X-; I=2: X+; I=3: Y-; I=4: Y+; I=5: Z-; I=6: Z+;
* NCODE(I)=1: VOID; NCODE(I)=2: REFL; NCODE(I)=4: TRAN;
* NCODE(I)=5: SYME; NCODE(I)=7: ZERO; NCODE(I)=20: CYLI.
* ICODE physical albedo index on each side of the domain.
* ZCODE albedo corresponding to boundary condition 'VOID' on each
* side (ZCODE(i)=0.0 by default).
* MAT mixture index assigned to each element.
* XXX Cartesian coordinates along the X axis.
* YYY Cartesian coordinates along the Y axis.
* ZZZ Cartesian coordinates along the Z axis.
*
*Parameters: output
* L4 total number of unknown (variational coefficients) per
* energy group (order of system matrices).
* VOL volume of each element.
* XX X-directed mesh spacings.
* YY Y-directed mesh spacings.
* ZZ Z-directed mesh spacings.
* DD used with cylindrical geometry.
* KN element-ordered unknown list.
* QFR element-ordered boundary conditions.
* IQFR element-ordered physical albedo indices.
*
*-----------------------------------------------------------------------
*
*----
* SUBROUTINE ARGUMENTS
*----
INTEGER IELEM,LX,LY,LZ,L4,KN(LX*LY*LZ*(IELEM+1)**3),MAT(LX*LY*LZ),
1 IQFR(6*LX*LY*LZ),NCODE(6),ICODE(6),IMPX
REAL XXX(LX+1),YYY(LY+1),ZZZ(LZ+1),XX(LX*LY*LZ),YY(LX*LY*LZ),
1 ZZ(LX*LY*LZ),DD(LX*LY*LZ),QFR(6*LX*LY*LZ),VOL(LX*LY*LZ),ZCODE(6)
LOGICAL CYLIND
*----
* LOCAL VARIABLES
*----
LOGICAL LL1,LL2
INTEGER, DIMENSION(:), ALLOCATABLE :: IP,IWRK
*
ALB(X)=0.5*(1.0-X)/(1.0+X)
*----
* SCRATCH STORAGE ALLOCATION
*----
ALLOCATE(IP((1+IELEM*LX)*(1+IELEM*LY)*(1+IELEM*LZ)),
1 IWRK((1+IELEM*LX)*(1+IELEM*LY)*(1+IELEM*LZ)))
*
IF(IMPX.GT.0) WRITE(6,500) LX,LY,LZ
MAXIP=(1+IELEM*LX)*(1+IELEM*LY)*(1+IELEM*LZ)
LC=1+IELEM
LL=LC*LC*LC
*----
* IDENTIFICATION OF THE GEOMETRY. MAIN LOOP OVER THE ELEMENTS
*----
IX=LX*(LC-1)+1
IXY=(LY*(LC-1)+1)*IX
IXYZ=(LZ*(LC-1)+1)*IXY
NUM1=0
NUM2=0
KEL=0
DO 182 K0=1,LZ
DO 181 K1=1,LY
DO 180 K2=1,LX
KEL=KEL+1
XX(KEL)=0.0
YY(KEL)=0.0
ZZ(KEL)=0.0
VOL(KEL)=0.0
IF(MAT(KEL).LE.0) GO TO 180
XX(KEL)=XXX(K2+1)-XXX(K2)
YY(KEL)=YYY(K1+1)-YYY(K1)
ZZ(KEL)=ZZZ(K0+1)-ZZZ(K0)
IF(CYLIND) DD(KEL)=0.5*(XXX(K2)+XXX(K2+1))
IND1=(LC-1)*((K0-1)*IXY+(K1-1)*IX+(K2-1))
L=0
DO 12 I=1,LC
DO 11 J=1,LC
DO 10 K=1,LC
L=L+1
KN(NUM1+L)=IND1+(I-1)*IXY+(J-1)*IX+K
10 CONTINUE
11 CONTINUE
12 CONTINUE
DO 20 IC=1,6
QFR(NUM2+IC)=0.0
IQFR(NUM2+IC)=0
20 CONTINUE
KK1=KEL-1
KK2=KEL+1
KK3=KEL-LX
KK4=KEL+LX
KK5=KEL-LX*LY
KK6=KEL+LX*LY
FRX=1.0
FRY=1.0
FRZ=1.0
*----
* VOID, REFL OR ZERO BOUNDARY CONTITION
*----
IF(K2.EQ.1) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK1).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(1).EQ.1).AND.(ICODE(1).EQ.0)) THEN
QFR(NUM2+1)=ALB(ZCODE(1))
ELSE IF(NCODE(1).EQ.1) THEN
QFR(NUM2+1)=1.0
IQFR(NUM2+1)=ICODE(1)
ELSE IF(NCODE(1).EQ.7) THEN
L=0
DO 32 I=1,LC
DO 31 J=1,LC
DO 30 K=1,LC
L=L+1
IF(K.EQ.1) KN(NUM1+L)=0
30 CONTINUE
31 CONTINUE
32 CONTINUE
ENDIF
ENDIF
*
IF(K2.EQ.LX) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK2).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(2).EQ.1).AND.(ICODE(2).EQ.0)) THEN
QFR(NUM2+2)=ALB(ZCODE(2))
ELSE IF(NCODE(2).EQ.1) THEN
QFR(NUM2+2)=1.0
IQFR(NUM2+2)=ICODE(2)
ELSE IF(NCODE(2).EQ.7) THEN
L=0
DO 42 I=1,LC
DO 41 J=1,LC
DO 40 K=1,LC
L=L+1
IF(K.EQ.LC) KN(NUM1+L)=0
40 CONTINUE
41 CONTINUE
42 CONTINUE
ENDIF
ENDIF
*
IF(K1.EQ.1) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK3).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(3).EQ.1).AND.(ICODE(3).EQ.0)) THEN
QFR(NUM2+3)=ALB(ZCODE(3))
ELSE IF(NCODE(3).EQ.1) THEN
QFR(NUM2+3)=1.0
IQFR(NUM2+3)=ICODE(3)
ELSE IF(NCODE(3).EQ.7) THEN
L=0
DO 52 I=1,LC
DO 51 J=1,LC
DO 50 K=1,LC
L=L+1
IF(J.EQ.1) KN(NUM1+L)=0
50 CONTINUE
51 CONTINUE
52 CONTINUE
ENDIF
ENDIF
*
IF(K1.EQ.LY) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK4).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(4).EQ.1).AND.(ICODE(4).EQ.0)) THEN
QFR(NUM2+4)=ALB(ZCODE(4))
ELSE IF(NCODE(4).EQ.1) THEN
QFR(NUM2+4)=1.0
IQFR(NUM2+4)=ICODE(4)
ELSE IF(NCODE(4).EQ.7) THEN
L=0
DO 62 I=1,LC
DO 61 J=1,LC
DO 60 K=1,LC
L=L+1
IF(J.EQ.LC) KN(NUM1+L)=0
60 CONTINUE
61 CONTINUE
62 CONTINUE
ENDIF
ENDIF
*
IF(K0.EQ.1) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK5).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(5).EQ.1).AND.(ICODE(5).EQ.0)) THEN
QFR(NUM2+5)=ALB(ZCODE(5))
ELSE IF(NCODE(5).EQ.1) THEN
QFR(NUM2+5)=1.0
IQFR(NUM2+5)=ICODE(5)
ELSE IF(NCODE(5).EQ.7) THEN
L=0
DO 72 I=1,LC
DO 71 J=1,LC
DO 70 K=1,LC
L=L+1
IF(I.EQ.1) KN(NUM1+L)=0
70 CONTINUE
71 CONTINUE
72 CONTINUE
ENDIF
ENDIF
*
IF(K0.EQ.LZ) THEN
LL1=.TRUE.
ELSE
LL1=(MAT(KK6).EQ.0)
ENDIF
IF(LL1) THEN
IF((NCODE(6).EQ.1).AND.(ICODE(6).EQ.0)) THEN
QFR(NUM2+6)=ALB(ZCODE(6))
ELSE IF(NCODE(6).EQ.1) THEN
QFR(NUM2+6)=1.0
IQFR(NUM2+6)=ICODE(6)
ELSE IF(NCODE(6).EQ.7) THEN
L=0
DO 82 I=1,LC
DO 81 J=1,LC
DO 80 K=1,LC
L=L+1
IF(I.EQ.LC) KN(NUM1+L)=0
80 CONTINUE
81 CONTINUE
82 CONTINUE
ENDIF
ENDIF
*----
* TRAN BOUNDARY CONDITION
*----
IF((K2.EQ.LX).AND.(NCODE(2).EQ.4)) THEN
DO 91 I=1,LC
DO 90 J=1,LC
M=(I-1)*LC*LC+(J-1)*LC+LC
KN(NUM1+M)=KN(NUM1+M)-IX+1
90 CONTINUE
91 CONTINUE
ENDIF
IF((K1.EQ.LY).AND.(NCODE(4).EQ.4)) THEN
DO 101 I=1,LC
DO 100 K=1,LC
M=(I-1)*LC*LC+(LC-1)*LC+K
KN(NUM1+M)=KN(NUM1+M)-IXY+IX
100 CONTINUE
101 CONTINUE
ENDIF
IF((K0.EQ.LZ).AND.(NCODE(6).EQ.4)) THEN
DO 111 J=1,LC
DO 110 K=1,LC
M=(LC-1)*LC*LC+(J-1)*LC+K
KN(NUM1+M)=KN(NUM1+M)-IXYZ+IXY
110 CONTINUE
111 CONTINUE
ENDIF
*----
* SYME BOUNDARY CONDITION
*----
IF((NCODE(1).EQ.5).AND.(K2.EQ.1)) THEN
QFR(NUM2+1)=QFR(NUM2+2)
IQFR(NUM2+1)=IQFR(NUM2+2)
FRX=0.5
DO 122 I=1,LC
DO 121 J=1,LC
DO 120 K=1,(LC+1)/2
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+(J-1)*LC+(LC-K+1)
KN(NUM1+L)=KN(NUM1+M)
120 CONTINUE
121 CONTINUE
122 CONTINUE
ELSE IF((NCODE(2).EQ.5).AND.(K2.EQ.LX)) THEN
QFR(NUM2+2)=QFR(NUM2+1)
IQFR(NUM2+2)=IQFR(NUM2+1)
FRX=0.5
DO 132 I=1,LC
DO 131 J=1,LC
DO 130 K=(LC+2)/2,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+(J-1)*LC+(LC-K+1)
KN(NUM1+L)=KN(NUM1+M)
130 CONTINUE
131 CONTINUE
132 CONTINUE
ENDIF
IF((NCODE(3).EQ.5).AND.(K1.EQ.1)) THEN
QFR(NUM2+3)=QFR(NUM2+4)
IQFR(NUM2+3)=IQFR(NUM2+4)
FRY=0.5
DO 142 I=1,LC
DO 141 J=1,(LC+1)/2
DO 140 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+(LC-J)*LC+K
KN(NUM1+L)=KN(NUM1+M)
140 CONTINUE
141 CONTINUE
142 CONTINUE
ELSE IF((NCODE(4).EQ.5).AND.(K1.EQ.LY)) THEN
QFR(NUM2+4)=QFR(NUM2+3)
IQFR(NUM2+4)=IQFR(NUM2+3)
FRY=0.5
DO 152 I=1,LC
DO 151 J=(LC+2)/2,LC
DO 150 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+(LC-J)*LC+K
KN(NUM1+L)=KN(NUM1+M)
150 CONTINUE
151 CONTINUE
152 CONTINUE
ENDIF
IF((NCODE(5).EQ.5).AND.(K0.EQ.1)) THEN
QFR(NUM2+5)=QFR(NUM2+6)
IQFR(NUM2+5)=IQFR(NUM2+6)
FRZ=0.5
DO 162 I=1,(LC+1)/2
DO 161 J=1,LC
DO 160 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(LC-I)*LC*LC+(J-1)*LC+K
KN(NUM1+L)=KN(NUM1+M)
160 CONTINUE
161 CONTINUE
162 CONTINUE
ELSE IF((NCODE(6).EQ.5).AND.(K0.EQ.LZ)) THEN
QFR(NUM2+6)=QFR(NUM2+5)
IQFR(NUM2+6)=IQFR(NUM2+5)
FRZ=0.5
DO 172 I=(LC+2)/2,LC
DO 171 J=1,LC
DO 170 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(LC-I)*LC*LC+(J-1)*LC+K
KN(NUM1+L)=KN(NUM1+M)
170 CONTINUE
171 CONTINUE
172 CONTINUE
ENDIF
*
VOL0=XX(KEL)*YY(KEL)*ZZ(KEL)*FRX*FRY*FRZ
IF(CYLIND) VOL0=6.2831853072*DD(KEL)*VOL0
VOL(KEL)=VOL0
QFR(NUM2+1)=QFR(NUM2+1)*VOL0/XX(KEL)
QFR(NUM2+2)=QFR(NUM2+2)*VOL0/XX(KEL)
QFR(NUM2+3)=QFR(NUM2+3)*VOL0/YY(KEL)
QFR(NUM2+4)=QFR(NUM2+4)*VOL0/YY(KEL)
QFR(NUM2+5)=QFR(NUM2+5)*VOL0/ZZ(KEL)
QFR(NUM2+6)=QFR(NUM2+6)*VOL0/ZZ(KEL)
NUM1=NUM1+LL
NUM2=NUM2+6
180 CONTINUE
181 CONTINUE
182 CONTINUE
* END OF THE MAIN LOOP OVER ELEMENTS.
*
*----
* PROCESSING OF 1-D AND 2-D CASES
*----
LL1=(LX.EQ.1).AND.(NCODE(1).EQ.2).AND.(NCODE(2).EQ.5)
1 .AND.(IELEM.GT.1)
LL2=(LX.EQ.1).AND.(NCODE(1).EQ.5).AND.(NCODE(2).EQ.2)
1 .AND.(IELEM.GT.1)
IF(LL1.OR.LL2) THEN
NUM1=0
DO 200 KEL=1,LX*LY*LZ
IF(MAT(KEL).EQ.0) GO TO 200
DO 192 I=1,LC
DO 191 J=1,LC
DO 190 K=2,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+(J-1)*LC+1
KN(NUM1+L)=KN(NUM1+M)
190 CONTINUE
191 CONTINUE
192 CONTINUE
NUM1=NUM1+LL
200 CONTINUE
ENDIF
LL1=(LY.EQ.1).AND.(NCODE(3).EQ.2).AND.(NCODE(4).EQ.5)
1 .AND.(IELEM.GT.1)
LL2=(LY.EQ.1).AND.(NCODE(3).EQ.5).AND.(NCODE(4).EQ.2)
1 .AND.(IELEM.GT.1)
IF(LL1.OR.LL2) THEN
NUM1=0
DO 220 KEL=1,LX*LY*LZ
IF(MAT(KEL).EQ.0) GO TO 220
DO 212 I=1,LC
DO 211 J=2,LC
DO 210 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(I-1)*LC*LC+K
KN(NUM1+L)=KN(NUM1+M)
210 CONTINUE
211 CONTINUE
212 CONTINUE
NUM1=NUM1+LL
220 CONTINUE
ENDIF
LL1=(LZ.EQ.1).AND.(NCODE(5).EQ.2).AND.(NCODE(6).EQ.5)
1 .AND.(IELEM.GT.1)
LL2=(LZ.EQ.1).AND.(NCODE(5).EQ.5).AND.(NCODE(6).EQ.2)
1 .AND.(IELEM.GT.1)
IF(LL1.OR.LL2) THEN
NUM1=0
DO 240 KEL=1,LX*LY*LZ
IF(MAT(KEL).EQ.0) GO TO 240
DO 232 I=2,LC
DO 231 J=1,LC
DO 230 K=1,LC
L=(I-1)*LC*LC+(J-1)*LC+K
M=(J-1)*LC+K
KN(NUM1+L)=KN(NUM1+M)
230 CONTINUE
231 CONTINUE
232 CONTINUE
NUM1=NUM1+LL
240 CONTINUE
ENDIF
*----
* JUXTAPOSITION OF A CHECKERBOARD OVER THE REACTOR DOMAIN
*----
LZTOT=LZ*(LC-1)+1
LYTOT=LY*(LC-1)+1
LXTOT=LX*(LC-1)+1
DO 250 I=1,LXTOT*LYTOT*LZTOT
IWRK(I)=-1
250 CONTINUE
NUM1=0
KEL=0
DO 272 K0=1,LZ
LK0=(K0-1)*(LC-1)
DO 271 K1=1,LY
LK1=(K1-1)*(LC-1)
DO 270 K2=1,LX
KEL=KEL+1
IF(MAT(KEL).EQ.0) GO TO 270
LK2=(K2-1)*(LC-1)
L=0
DO 262 IK0=LK0+1,LK0+LC
I0=(IK0-1)*LXTOT*LYTOT
DO 261 IK1=LK1+1,LK1+LC
I1=I0+(IK1-1)*LXTOT
DO 260 IK2=LK2+1,LK2+LC
I2=I1+IK2
L=L+1
IND1=KN(NUM1+L)
IF(IND1.EQ.0) THEN
IWRK(I2)=0
GO TO 260
ENDIF
IF(IWRK(I2).EQ.-1) THEN
IWRK(I2)=IND1
ELSE IF(IWRK(I2).EQ.0) THEN
KN(NUM1+L)=0
ELSE IF(IWRK(I2).NE.IND1) THEN
CALL XABORT('TRIPKN: FAILURE OF THE RENUMBERING ALGORITHM(1).')
ENDIF
260 CONTINUE
261 CONTINUE
262 CONTINUE
NUM1=NUM1+LL
270 CONTINUE
271 CONTINUE
272 CONTINUE
*----
* CALCULATION OF PERMUTATION VECTOR IP AND RENUMBERING OF UNKNOWNS
*----
DO 280 I=1,MAXIP
IP(I)=0
280 CONTINUE
L4=0
IF(NCODE(1).EQ.5) THEN
K2MIN=1+LC/2
ELSE
K2MIN=1
ENDIF
DO 292 K0=1,LZTOT
IK0=(K0-1)*LXTOT*LYTOT
DO 291 K1=1,LYTOT
IK1=IK0+(K1-1)*LXTOT
DO 290 K2=K2MIN,LXTOT
I=IWRK(IK1+K2)
IF(I.LE.0) GO TO 290
IF(I.GT.MAXIP) THEN
CALL XABORT('TRIPKN: FAILURE OF THE RENUMBERING ALGORITHM(2).')
ENDIF
IF(IP(I).EQ.0) THEN
L4=L4+1
IP(I)=L4
ENDIF
290 CONTINUE
291 CONTINUE
292 CONTINUE
DO 300 K=1,NUM1
KNK=KN(K)
IF(KNK.NE.0) KN(K)=IP(KNK)
300 CONTINUE
IF(IMPX.GT.0) WRITE (6,510) L4
IF(IMPX.GT.2) WRITE (6,520) (VOL(I),I=1,LX*LY*LZ)
IF(L4.EQ.0) THEN
CALL XABORT('TRIPKN: FAILURE OF THE RENUMBERING ALGORITHM(3).')
ENDIF
*
IF(IMPX.LT.2) RETURN
IF(IELEM.EQ.1) THEN
WRITE (6,530)
NUM1=0
NUM2=0
DO 310 KEL=1,LX*LY*LZ
IF(MAT(KEL).LE.0) GO TO 310
WRITE (6,540) KEL,(KN(NUM1+I),I=1,LL),(QFR(NUM2+I),I=1,6)
NUM1=NUM1+LL
NUM2=NUM2+6
310 CONTINUE
ELSE
WRITE (6,590)
NUM1=0
DO 320 KEL=1,LX*LY*LZ
IF(MAT(KEL).LE.0) GO TO 320
WRITE (6,600) KEL,(KN(NUM1+I),I=1,LL)
NUM1=NUM1+LL
320 CONTINUE
WRITE (6,610)
NUM2=0
DO 330 KEL=1,LX*LY*LZ
IF(MAT(KEL).LE.0) GO TO 330
WRITE (6,620) KEL,(QFR(NUM2+I),I=1,6)
NUM2=NUM2+6
330 CONTINUE
ENDIF
*----
* SCRATCH STORAGE DEALLOCATION
*----
DEALLOCATE(IP,IWRK)
RETURN
*
500 FORMAT(/38H TRIPKN: PRIMAL FINITE ELEMENT METHOD.//7H NUMBER,
1 27H OF ELEMENTS ALONG X AXIS =,I3/20X,14HALONG Y AXIS =,I3/
2 20X,14HALONG Z AXIS =,I3)
510 FORMAT(31H NUMBER OF UNKNOWNS PER GROUP =,I8)
520 FORMAT(/20H VOLUMES PER ELEMENT/(1X,1P,10E13.4))
530 FORMAT(/22H NUMBERING OF UNKNOWNS//8H ELEMENT,5X,7HNUMBERS,
1 41X,23HVOID BOUNDARY CONDITION)
540 FORMAT(1X,I6,2X,8I6,2X,1P,6E11.2)
590 FORMAT(/22H NUMBERING OF UNKNOWNS//5H ELE-/5H MENT,3X,
1 7HNUMBERS)
600 FORMAT(1X,I6,2X,20I6/(9X,20I6))
610 FORMAT(///24H VOID BOUNDARY CONDITION//8H ELEMENT,5X,3HQFR)
620 FORMAT(1X,I6,4X,1P,6E11.2)
END
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