34
35
36
37 USE elbufdef_mod
38 use element_mod , only : nixt,nixr,nixp
39
40
41
42#include "implicit_f.inc"
43
44
45
46#include "com01_c.inc"
47#include "com04_c.inc"
48#include "param_c.inc"
49#include "task_c.inc"
50
51
52
53 my_real :: mas(*) ,pm(npropm,*),geo(npropg,*),x(3,*), d(3,*)
54 INTEGER IPARG(NPARG,*),IXT(NIXT,*),IXP(NIXP,*),IXR(NIXR,*),EL2FA(*),NBF
55
56 TYPE (ELBUF_STRUCT_), DIMENSION(NGROUP), TARGET :: ELBUF_TAB
57
58
59
61 . off, p, vonm2, vonm, s1, s2, s12, s3, VALUE,thk0,a0,al0,
62 . rho0,xx1,xx2,xx3,yy1,yy2,yy3,zz1,zz2,zz3
63 INTEGER I, NG, NEL, NFT, IAD, ITY, LFT,
64 . IADD, N, J, LLT, MLW, NB1, NB2, NB3, NB4, NB5,NB6,
65 . NB7, NB8, NB9, NB10, NB11, NB12, NB13, NB14, NB15, NB16,
66 . ISTRAIN,NN, K1, K2,JTURB,MT,JALE, IMID, IALEL,IPID,
67 . N1,N2,N3,N4,
68 . NN1,NN2,NN3,NN4,NN5,NN6,NN7,NN8,NN9,NN10,
69 . OFFSET,NEL_OLD,ITY_OLD,NFT_FA,N_FA,
70 . NUVAR
71
72
73 TYPE(G_BUFEL_) ,POINTER :: GBUF
74
75 nn1 = 1
76 nn2 = 1
77 nn3 = 1
78 nn4 = nn3
79 nn5 = nn4
80 nn6 = nn5
81 nn7 = nn6 + numelt
82 nn8 = nn7 + numelp
83 nn9 = nn8 + numelr
84 nn10= nn9
85
86 nel_old = 0
87 ity_old = 0
88 DO ng=1,ngroup
89 mlw =iparg(1,ng)
90 nel =iparg(2,ng)
91 ity =iparg(5,ng)
92 gbuf => elbuf_tab(ng)%GBUF
93 IF (ispmd == 0) THEN
94 IF (ity /= ity_old) THEN
95 nel_old = 0
96 ity_old= ity
97 ENDIF
98 nft_fa = nel_old
99 nel_old = nel_old + nel
100 ENDIF
101 nft =iparg(3,ng)
102 iad =iparg(4,ng)
103 lft=1
104 llt=nel
105 IF (ispmd == 0) THEN
106 nft_fa = nel_old - nel
107 ELSE
108 nft_fa = nft
109 ENDIF
110
111
112
113 IF (ity == 4) THEN
114 DO i=lft,llt
115 n = i + nft
116 n_fa = i + nft_fa
117 rho0 = pm(1,ixt(1,n))
118 a0 = geo(1,ixt(4,n))
119 n1 = ixt(2,n)
120 n2 = ixt(3,n)
121 xx1 = x(1,n2)-d(1,n2)-x(1,n1)+d(1,n1)
122 yy1 = x(2,n2)-d(2,n2)-x(2,n1)+d(2,n1)
123 zz1 = x(3,n2)-d(3,n2)-x(3,n1)+d(3,n1)
124 al0 = sqrt(xx1*xx1 + yy1*yy1 + zz1*zz1)
125 mas(el2fa(nn6+n_fa)) = rho0*al0*a0
126 ENDDO
127
128
129
130 ELSEIF (ity == 5) THEN
131 DO i=lft,llt
132 n = i + nft
133 n_fa = i + nft_fa
134 rho0 = pm(1,ixp(1,n))
135 a0 = geo(1,ixp(5,n))
136 n1 = ixp(2,n)
137 n2 = ixp(3,n)
138 xx1 = x(1,n2)-d(1,n2)-x(1,n1)+d(1,n1)
139 yy1 = x(2,n2)-d(2,n2)-x(2,n1)+d(2,n1)
140 zz1 = x(3,n2)-d(3,n2)-x(3,n1)+d(3,n1)
141 al0 = sqrt(xx1*xx1 + yy1*yy1 + zz1*zz1)
142 mas(el2fa(nn7+n_fa)) = rho0*al0*a0
143 ENDDO
144
145
146
147 ELSEIF (ity == 6) THEN
148 IF(mlw==3)THEN
149 DO i=lft,llt
150 n = i + nft
151 n_fa = i + nft_fa
152 mas(el2fa(nn8+n_fa)) = half*geo(1,ixr(1,n))
153 mas(el2fa(nn8+n_fa)+1) = half*geo(1,ixr(1,n))
154 ENDDO
155 ELSEIF (mlw == 5) THEN
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173 DO i=lft,llt
174 n = i + nft
175 n_fa = i + nft_fa
176 mas(el2fa(nn8+n_fa)) = gbuf%MASS(i)
177
178 ENDDO
179 ELSE
180 DO i=lft,llt
181 n = i + nft
182 n_fa = i + nft_fa
183 mas(el2fa(nn8+n_fa)) = geo(1,ixr(1,n))
184 ENDDO
185 ENDIF
186 ENDIF
187
188
189
190 ENDDO
191
192 RETURN