32
33
34
35 USE elbufdef_mod
36
37
38
39#include "implicit_f.inc"
40
41
42
43#include "com01_c.inc"
44#include "com04_c.inc"
45#include "param_c.inc"
46
47
48
49
51 . mas(*) ,pm(npropm,*),geo(npropg,*),x(3,*),
52 . d(3,*)
53 INTEGER IPARG(NPARG,*),IXC(NIXC,*),IXTG(NIXTG,*),
54 . IXQ(NIXQ,*),EL2FA(*),NBF
55 TYPE (ELBUF_STRUCT_), TARGET, DIMENSION(NGROUP) :: ELBUF_TAB
56
57
58
59
61 . off,a0,thk0,rho0,xx1,xx2,xx3,yy1,yy2,yy3,zz1,zz2,zz3,VALUE
62 INTEGER I, NG, NEL, NFT, ITY, LFT, IALEL,MT,LLT,
63 . N,N1,N2,N3,N4,NN1,NN2,NN3,NN4,NN5,,NN7,NN8,NN9,NN10,
64 . NFT_FA,N_FA
65 TYPE(G_BUFEL_) ,POINTER :: GBUF
66
67 nn1 = 1
68 nn2 = 1
69 nn3 = 1
70 nn4 = nn3 + numelq
71 nn5 = nn4 + numelc
72 nn6 = nn5 + numeltg
73 nn7 = nn6
74 nn8 = nn7
75 nn9 = nn8
76
77 DO 490 ng=1,ngroup
78 gbuf => elbuf_tab(ng)%GBUF
79 nel =iparg
80 ity =iparg(5,ng)
81 nft =iparg(3,ng)
82 lft=1
83 llt=nel
84 nft_fa = nft
85
86
87
88 IF(ity==2)THEN
89 ialel=(iparg(7,ng)+iparg(11,ng))
90
91 DO i=lft,llt
92 n = i + nft
93 n_fa = i + nft_fa
94 IF(ialelTHEN
95 mt=ixq(1,n)
96 VALUE = pm(89,mt)* gbuf%VOL(i
97 ELSE
98 off =
min(gbuf%OFF(i),one)
99 VALUE= gbuf%RHO(i)*gbuf%VOL(i)*off
100 ENDIF
101 mas(el2fa(nn3+n_fa)) = VALUE
102 ENDDO
103
104
105
106 ELSEIF(ity==3)THEN
107
108 DO i=lft,llt
109 n = i + nft
110 n_fa = i + nft_fa
111 rho0 = pm(1,ixc(1,n))
112 thk0 = geo(1,ixc(6,n))
113 n1 = ixc(2,n)
114 n2 = ixc(3,n)
115 n3 = ixc(4,n)
116 n4 = ixc(5,n)
117 xx1 = x(1,n3)-d(1,n3)-x(1,n1)+d(1,n1)
118 yy1 = x(2,n3)-d(2,n3)-x(2,n1)+d(2,n1)
119 zz1 = x(3,n3)-d(3,n3)-x(3,n1)+d(3,n1)
120 xx2 = x(1,n4)-d(1,n4)-x(1,n2)+d(1,n2)
121 yy2 = x(2,n4)-d(2,n4)-x(2,n2)+d(2,n2)
122 zz2 = x(3,n4)-d(3,n4)-x(3,n2)+d(3,n2)
123 xx3 = yy1*zz2 - zz1*yy2
124 yy3 = zz1*xx2 - xx1*zz2
125 zz3 = xx1*yy2 - yy1*xx2
126 a0 = half*sqrt(xx3*xx3 + yy3*yy3 + zz3*zz3)
127 mas(el2fa(nn4+n_fa)) = rho0*thk0*a0
128 ENDDO
129
130
131
132 ELSEIF(ity==7)THEN
133
134 DO i=lft,llt
135 n = i + nft
136 n_fa = i + nft_fa
137 rho0 = pm(1,ixtg(1,n))
138 thk0 = geo(1,ixtg(5,n))
139 n1 = ixtg(2,n)
140 n2 = ixtg(3,n)
141 n3 = ixtg(4,n)
142 xx1 = x(1,n2)-d(1,n2)-x(1,n1)+d(1,n1)
143 yy1 = x(2,n2)-d(2,n2)-x(2,n1)+d(2,n1)
144 zz1 = x(3,n2)-d(3,n2)-x(3,n1)+d(3,n1)
145 xx2 = x(1,n3)-d(1,n3)-x(1,n1)+d(1,n1)
146 yy2 = x(2,n3)-d(2,n3)-x(2,n1)+d(2,n1)
147 zz2 = x(3,n3)-d(3,n3)-x(3,n1)+d(3,n1)
148 xx3 = yy1*zz2 - zz1*yy2
149 yy3 = zz1*xx2 - xx1*zz2
150 zz3 = xx1*yy2 - yy1*xx2
151 a0 = half*sqrt(xx3*xx3 + yy3*yy3 + zz3*zz3)
152 mas(el2fa(nn5
153 ENDDO
154
155 ELSE
156 ENDIF
157
158 490 CONTINUE
159
160
161 RETURN