32
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38
39
40#include "implicit_f.inc"
41
42
43
44#include "mvsiz_p.inc"
45
46
47
48#include "com01_c.inc"
49#include "vect01_c.inc"
50#include "param_c.inc"
51#include "com04_c.inc"
52
53
54
55 INTEGER,INTENT(IN) :: IX(NIXS,*), IPARG(NPARG,NGROUP)
56 my_real,
INTENT(IN) :: rho(mvsiz), volu(mvsiz),pm(npropm,nummat), x(3,numnod)
57 my_real,
INTENT(INOUT) :: rk(mvsiz), re(mvsiz)
58
59
60
61 INTEGER I, II, MAT, NG, MTN2, LLT2, NFT2, LFT2, JJ, J
62 my_real xl, xk, c1, xe, d2, x0, y0, z0, x1, y1, z1
63
64
65
66 IF(mtn == 17)THEN
67 DO i=lft,llt
68 ii=i+nft
69 mat=iabs(ix(1,ii))
70 rk(i)=rho(i)*pm(87,mat)
71 xl=volu(i)**zep333
72 xk=
max(rk(i),em15)/rho(i)
73 c1=pm(81,mat)
74 xe=sqrt(xk*sqrt(c1))**3/(zep4187*xl)
75 re(i)=rho(i)*xe
76 END DO
77 ELSE
78 DO i=lft,llt
79 ii=i+nft
80 mat=iabs(ix(1,ii))
81 rk(i)=rho(i)*pm(87,mat)
82 xl=volu(i)**zep333
83 xk=
max(rk(i),em15)/rho(i)
84 d2=ep30
85 x0=x(1,ix(2,ii))+x(1,ix(3,ii))+x(1,ix(4,ii))+x(1,ix(5,ii))+x(1,ix(6,ii))+x(1,ix(7,ii))+x(1,ix(8,ii
86 y0=x(2,ix(2,ii))+x(2,ix(3,ii))+x(2,ix(4,ii))+x(2,ix(5,ii))+x(2,ix(6,ii))+x(2,ix(7,ii))+x(2,ix(8,ii))+x(2,ix(9,ii))
87 z0=x(3,ix(2,ii))+x(3,ix(3,ii))+x(3,ix(4,ii))+x(3,ix(5,ii))+x(3,ix(6,ii))+x(3,ix(7,ii))+x(3,ix(8,ii))+x(3,ix(9,ii))
88 DO ng=1,ngroup
89 mtn2=iparg(1,ng)
90 IF(mtn2 == 17)THEN
91 llt2=iparg(2,ng)
92 nft2=iparg(3,ng)
93 lft2=1
94 DO jj=lft2,llt2
95 j=jj+nft2
96 x1=x(1,ix(2,j))+x(1,ix(3,j))+x(1,ix(4,j))+x(1,ix(5,j))+x(1,ix(6,j))+x(1,ix(7,j))+x(1,ix(8,j))+x(1,ix(9,j))
97 y1=x(2,ix(2,j))+x(2,ix(3,j))+x(2,ix(4,j))+x(2,ix(5,j))+x(2,ix(6,j))+x(2,ix(7,j))+x(2,ix(8,j))+x(2,ix(9,j))
98 z1=x(3,ix(2,j))+x(3,ix(3,j))+x(3,ix(4,j))+x(3,ix(5,j))+x(3,ix(6,j))+x(3,ix(7,j))+x(3,ix(8,j))+x(3,ix(9,j))
99 d2=
min(d2,(x1-x0)**2+(y1-y0)**2+(z1-z0)**2)
100 END DO
101 ENDIF
102 END DO
103 xl=xl+one_over_8*sqrt(d2)
104 xe=zep33*sqrt(xk)**3/xl
105 re(i)=rho(i)*xe
106 END DO
107 ENDIF
108
109 RETURN