32
33
34
35
36!
the maximum element
size &
min /
max position are used to defined
the grid
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44
45
46
47#include "implicit_f.inc"
48
49
50
51#include "mvsiz_p.inc"
52
53
54
55 INTEGER,INTENT(IN) :: NPARG, NGROUP, NUMELS,NUMELTG,NUMELQ,NUMNOD,N2D
56 INTEGER, INTENT(INOUT) :: ALE_ELEMENT_NUMBER
57 INTEGER, INTENT(INOUT) :: ALE_NODE_NUMBER
58 INTEGER, DIMENSION(NUMNOD), INTENT(INOUT) :: LIST_ALE_NODE
59 INTEGER, DIMENSION(NPARG,NGROUP), INTENT(IN)
60 INTEGER, DIMENSION(NIXS,NUMELS),INTENT(IN), TARGET :: IXS
61 INTEGER, DIMENSION(NIXQ,NUMELQ),INTENT(IN), TARGET :: IXQ
62 INTEGER, DIMENSION(NIXTG,NUMELTG),INTENT(IN), TARGET ::
63 my_real,
INTENT(INOUT) :: element_size
64 my_real,
DIMENSION(6),
INTENT(INOUT) :: min_max_position
65 my_real,
DIMENSION(3,NUMNOD),
INTENT(IN) :: x
66
67
68
69 INTEGER :: I,J,K,NG
70 INTEGER :: MTN,NEL,NFT,ITY,ISOLNOD,INIVOL
71 INTEGER :: NODE_NUMBER,FIRST
72 INTEGER, DIMENSION(:,:), POINTER :: IX
73 INTEGER, DIMENSION(:), ALLOCATABLE :: TAG_ARRAY
75 my_real,
DIMENSION(3) :: max_node,min_node,distance
76 integer, target :: nothing(1,1)
77
78 ALLOCATE(tag_array(numnod))
79 tag_array(1:numnod) = 0
80 ix => nothing
81 element_size = -one
82 min_max_position(1:3) = ep30
83 min_max_position(4:6) = -ep30
84 ale_element_number = 0
85 ale_node_number = 0
86
87
88 DO ng=1,ngroup
89 mtn = iparg(1,ng)
90 nel = iparg(2,ng)
91 nft = iparg(3,ng) ! adress of first element
92 ity = iparg(5,ng)
93 isolnod = iparg(28,ng)
94 inivol = iparg(53,ng)
95 IF(inivol <= 0) cycle
96 IF(mtn /= 51 .AND. mtn /= 151) cycle
97 IF(n2d == 0 .AND. ity /= 1)THEN
98 cycle
99 ELSEIF(n2d > 0 .AND. ity/=7 .AND. ity /= 2)THEN
100 cycle
101 ENDIF
102
103 ale_element_number = ale_element_number + nel
104
105
106
107 IF(ity == 1) THEN
108 first = 1
109 node_number = 8
110 ix => ixs(1:node_number+1,nft+1:nft+nel)
111 ELSEIF(ity == 2) THEN
112 first = 2
113 node_number = 4
114 ix => ixq(1:node_number+1,nft+1:nft+nel)
115 ELSEIF(ity == 7) THEN
116 first = 2
117 node_number = 3
118 ix => ixtg(1:node_number+1,nft+1:nft+nel)
119 ELSE
120 first = -huge(first)
121 node_number = -huge(node_number)
122 ix => null()
123 ENDIF
124
125
126
127
128
129 DO j=1,nel
130 max_node(1:3) = -ep20
131 min_node(1:3) = ep20
132
133
134 DO i=1,node_number
135 max_node(first:3) =
max(max_node(first:3),x
136 min_node(first:3) =
min(min_node(first
137 ENDDO
138 distance(first:3) = (abs(max_node(first:3)-min_node(first:3)))**2
139 local_size = sqrt( sum(distance(first:3)) )
140 element_size =
max(element_size,local_size)
141
142
143
144 DO k=first,3
145
146 DO i=1,node_number
147 min_max_position(k) =
min(min_max_position(k),x(k,ix(1+i,j)))
148 min_max_position(3+k) =
max(min_max_position(3+k
149 IF(tag_array(ix(1+i,j))==0) THEN
150 tag_array(ix(1+i,j)) = 1
151 ale_node_number = ale_node_number + 1
152 list_ale_node(ale_node_number) = ix(1+i,j)
153 ENDIF
154 ENDDO
155 ENDDO
156
157 ENDDO
158
159 ENDDO
160
161 DEALLOCATE(tag_array)
162
163
164 RETURN
end diagonal values have been computed in the(sparse) matrix id.SOL