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📄 brazil_3d_nl.oofem.in.4

📁 c++的有限元源码,带说明书和测试数据,是难得的有限元开发资料.
💻 4
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node 516 coords 3 7.171400e+00 4.791774e+01 2.015194e+01 globNum 3507node 517 coords 3 6.470614e+00 4.528105e+01 1.962737e+01 globNum 3508LTrSpace 1 nodes 4 1 2 38 150 globNum 698 mat 1 crossSect 1LTrSpace 2 nodes 4 2 3 39 151 globNum 699 mat 1 crossSect 1LTrSpace 3 nodes 4 3 4 40 152 globNum 700 mat 1 crossSect 1LTrSpace 4 nodes 4 4 5 41 153 globNum 701 mat 1 crossSect 1LTrSpace 5 nodes 4 5 6 42 154 globNum 702 mat 1 crossSect 1LTrSpace 6 nodes 4 6 7 43 155 globNum 703 mat 1 crossSect 1LTrSpace 7 nodes 4 7 8 44 156 globNum 704 mat 1 crossSect 1LTrSpace 8 nodes 4 8 9 45 157 globNum 705 mat 1 crossSect 1LTrSpace 9 nodes 4 151 38 2 150 globNum 731 mat 1 crossSect 1LTrSpace 10 nodes 4 39 3 40 151 globNum 732 mat 1 crossSect 1LTrSpace 11 nodes 4 152 41 4 40 globNum 733 mat 1 crossSect 1LTrSpace 12 nodes 4 41 5 42 153 globNum 734 mat 1 crossSect 1LTrSpace 13 nodes 4 42 6 43 159 globNum 735 mat 1 crossSect 1LTrSpace 14 nodes 4 43 7 44 155 globNum 736 mat 1 crossSect 1LTrSpace 15 nodes 4 44 8 45 160 globNum 737 mat 1 crossSect 1LTrSpace 16 nodes 4 45 9 46 157 globNum 738 mat 1 crossSect 1LTrSpace 17 nodes 4 38 163 47 162 globNum 781 mat 1 crossSect 1LTrSpace 18 nodes 4 39 40 48 163 globNum 782 mat 1 crossSect 1LTrSpace 19 nodes 4 40 41 48 163 globNum 783 mat 1 crossSect 1LTrSpace 20 nodes 4 41 42 49 164 globNum 784 mat 1 crossSect 1LTrSpace 21 nodes 4 42 43 49 159 globNum 785 mat 1 crossSect 1LTrSpace 22 nodes 4 43 44 50 165 globNum 786 mat 1 crossSect 1LTrSpace 23 nodes 4 44 45 50 160 globNum 787 mat 1 crossSect 1LTrSpace 24 nodes 4 45 46 51 166 globNum 788 mat 1 crossSect 1LTrSpace 25 nodes 4 47 39 48 163 globNum 819 mat 1 crossSect 1LTrSpace 26 nodes 4 48 41 49 164 globNum 820 mat 1 crossSect 1LTrSpace 27 nodes 4 49 43 50 165 globNum 821 mat 1 crossSect 1LTrSpace 28 nodes 4 50 45 51 167 globNum 822 mat 1 crossSect 1LTrSpace 29 nodes 4 47 48 53 169 globNum 847 mat 1 crossSect 1LTrSpace 30 nodes 4 48 49 54 170 globNum 848 mat 1 crossSect 1LTrSpace 31 nodes 4 49 50 55 171 globNum 849 mat 1 crossSect 1LTrSpace 32 nodes 4 50 51 56 167 globNum 850 mat 1 crossSect 1LTrSpace 33 nodes 4 52 47 53 172 globNum 869 mat 1 crossSect 1LTrSpace 34 nodes 4 53 48 54 173 globNum 870 mat 1 crossSect 1LTrSpace 35 nodes 4 54 49 55 174 globNum 871 mat 1 crossSect 1LTrSpace 36 nodes 4 55 50 56 175 globNum 872 mat 1 crossSect 1LTrSpace 37 nodes 4 52 53 58 172 globNum 890 mat 1 crossSect 1LTrSpace 38 nodes 4 53 54 58 178 globNum 891 mat 1 crossSect 1LTrSpace 39 nodes 4 54 55 59 179 globNum 892 mat 1 crossSect 1LTrSpace 40 nodes 4 55 56 59 179 globNum 893 mat 1 crossSect 1LTrSpace 41 nodes 4 58 54 59 182 globNum 906 mat 1 crossSect 1LTrSpace 42 nodes 4 58 59 61 182 globNum 915 mat 1 crossSect 1LTrSpace 43 nodes 4 59 60 61 186 globNum 916 mat 1 crossSect 1LTrSpace 44 nodes 4 60 57 61 186 globNum 917 mat 1 crossSect 1LTrSpace 45 nodes 4 10 11 62 78 globNum 937 mat 1 crossSect 1LTrSpace 46 nodes 4 11 12 63 77 globNum 938 mat 1 crossSect 1LTrSpace 47 nodes 4 12 13 64 76 globNum 939 mat 1 crossSect 1LTrSpace 48 nodes 4 13 14 65 75 globNum 940 mat 1 crossSect 1LTrSpace 49 nodes 4 14 15 66 74 globNum 941 mat 1 crossSect 1LTrSpace 50 nodes 4 15 16 67 73 globNum 942 mat 1 crossSect 1LTrSpace 51 nodes 4 16 17 68 72 globNum 943 mat 1 crossSect 1LTrSpace 52 nodes 4 17 18 69 71 globNum 944 mat 1 crossSect 1LTrSpace 53 nodes 4 9 8 69 157 globNum 963 mat 1 crossSect 1LTrSpace 54 nodes 4 199 8 7 156 globNum 964 mat 1 crossSect 1LTrSpace 55 nodes 4 7 6 67 155 globNum 965 mat 1 crossSect 1LTrSpace 56 nodes 4 6 5 66 154 globNum 966 mat 1 crossSect 1LTrSpace 57 nodes 4 5 4 65 153 globNum 967 mat 1 crossSect 1LTrSpace 58 nodes 4 4 3 64 152 globNum 968 mat 1 crossSect 1LTrSpace 59 nodes 4 3 2 63 151 globNum 969 mat 1 crossSect 1LTrSpace 60 nodes 4 2 1 62 150 globNum 970 mat 1 crossSect 1LTrSpace 61 nodes 4 62 11 63 189 globNum 1003 mat 1 crossSect 1LTrSpace 62 nodes 4 63 12 64 190 globNum 1004 mat 1 crossSect 1LTrSpace 63 nodes 4 64 13 65 191 globNum 1005 mat 1 crossSect 1LTrSpace 64 nodes 4 65 14 66 192 globNum 1006 mat 1 crossSect 1LTrSpace 65 nodes 4 66 15 67 193 globNum 1007 mat 1 crossSect 1LTrSpace 66 nodes 4 67 16 68 194 globNum 1008 mat 1 crossSect 1LTrSpace 67 nodes 4 68 17 69 195 globNum 1009 mat 1 crossSect 1LTrSpace 68 nodes 4 69 18 70 196 globNum 1010 mat 1 crossSect 1LTrSpace 69 nodes 4 70 9 69 197 globNum 1027 mat 1 crossSect 1LTrSpace 70 nodes 4 69 8 68 198 globNum 1028 mat 1 crossSect 1LTrSpace 71 nodes 4 68 7 67 199 globNum 1029 mat 1 crossSect 1LTrSpace 72 nodes 4 67 6 66 200 globNum 1030 mat 1 crossSect 1LTrSpace 73 nodes 4 66 5 65 201 globNum 1031 mat 1 crossSect 1LTrSpace 74 nodes 4 65 4 64 202 globNum 1032 mat 1 crossSect 1LTrSpace 75 nodes 4 64 3 63 203 globNum 1033 mat 1 crossSect 1LTrSpace 76 nodes 4 63 2 62 204 globNum 1034 mat 1 crossSect 1LTrSpace 77 nodes 4 71 17 72 195 globNum 1107 mat 1 crossSect 1LTrSpace 78 nodes 4 72 16 73 194 globNum 1108 mat 1 crossSect 1LTrSpace 79 nodes 4 73 15 74 193 globNum 1109 mat 1 crossSect 1LTrSpace 80 nodes 4 74 14 75 192 globNum 1110 mat 1 crossSect 1LTrSpace 81 nodes 4 75 13 76 191 globNum 1111 mat 1 crossSect 1LTrSpace 82 nodes 4 76 12 77 190 globNum 1112 mat 1 crossSect 1LTrSpace 83 nodes 4 77 11 78 189 globNum 1113 mat 1 crossSect 1LTrSpace 84 nodes 4 71 72 80 195 globNum 1197 mat 1 crossSect 1LTrSpace 85 nodes 4 72 73 81 194 globNum 1198 mat 1 crossSect 1LTrSpace 86 nodes 4 73 74 82 193 globNum 1199 mat 1 crossSect 1LTrSpace 87 nodes 4 74 75 83 192 globNum 1200 mat 1 crossSect 1LTrSpace 88 nodes 4 75 76 84 191 globNum 1201 mat 1 crossSect 1LTrSpace 89 nodes 4 76 77 85 190 globNum 1202 mat 1 crossSect 1LTrSpace 90 nodes 4 77 78 86 189 globNum 1203 mat 1 crossSect 1LTrSpace 91 nodes 4 79 71 80 207 globNum 1282 mat 1 crossSect 1LTrSpace 92 nodes 4 80 72 81 208 globNum 1283 mat 1 crossSect 1LTrSpace 93 nodes 4 81 73 82 209 globNum 1284 mat 1 crossSect 1LTrSpace 94 nodes 4 82 74 83 210 globNum 1285 mat 1 crossSect 1LTrSpace 95 nodes 4 83 75 84 211 globNum 1286 mat 1 crossSect 1LTrSpace 96 nodes 4 84 76 85 212 globNum 1287 mat 1 crossSect 1LTrSpace 97 nodes 4 85 77 86 213 globNum 1288 mat 1 crossSect 1LTrSpace 98 nodes 4 86 78 87 214 globNum 1289 mat 1 crossSect 1LTrSpace 99 nodes 4 79 80 88 207 globNum 1363 mat 1 crossSect 1LTrSpace 100 nodes 4 80 81 89 208 globNum 1364 mat 1 crossSect 1LTrSpace 101 nodes 4 81 82 90 209 globNum 1365 mat 1 crossSect 1LTrSpace 102 nodes 4 82 83 91 210 globNum 1366 mat 1 crossSect 1LTrSpace 103 nodes 4 83 84 92 211 globNum 1367 mat 1 crossSect 1LTrSpace 104 nodes 4 84 85 93 212 globNum 1368 mat 1 crossSect 1LTrSpace 105 nodes 4 85 86 94 213 globNum 1369 mat 1 crossSect 1LTrSpace 106 nodes 4 86 87 95 214 globNum 1370 mat 1 crossSect 1LTrSpace 107 nodes 4 88 80 89 217 globNum 1441 mat 1 crossSect 1LTrSpace 108 nodes 4 89 81 90 218 globNum 1442 mat 1 crossSect 1LTrSpace 109 nodes 4 90 82 91 219 globNum 1443 mat 1 crossSect 1LTrSpace 110 nodes 4 91 83 92 220 globNum 1444 mat 1 crossSect 1LTrSpace 111 nodes 4 92 84 93 221 globNum 1445 mat 1 crossSect 1LTrSpace 112 nodes 4 93 85 94 222 globNum 1446 mat 1 crossSect 1LTrSpace 113 nodes 4 94 86 95 223 globNum 1447 mat 1 crossSect 1LTrSpace 114 nodes 4 88 89 96 217 globNum 1515 mat 1 crossSect 1LTrSpace 115 nodes 4 89 90 97 218 globNum 1516 mat 1 crossSect 1LTrSpace 116 nodes 4 90 91 98 219 globNum 1517 mat 1 crossSect 1LTrSpace 117 nodes 4 91 92 99 220 globNum 1518 mat 1 crossSect 1LTrSpace 118 nodes 4 92 93 100 221 globNum 1519 mat 1 crossSect 1LTrSpace 119 nodes 4 93 94 101 222 globNum 1520 mat 1 crossSect 1LTrSpace 120 nodes 4 94 95 102 223 globNum 1521 mat 1 crossSect 1LTrSpace 121 nodes 4 96 89 97 226 globNum 1588 mat 1 crossSect 1LTrSpace 122 nodes 4 97 90 98 227 globNum 1589 mat 1 crossSect 1LTrSpace 123 nodes 4 98 91 99 228 globNum 1590 mat 1 crossSect 1LTrSpace 124 nodes 4 99 92 100 229 globNum 1591 mat 1 crossSect 1LTrSpace 125 nodes 4 100 93 101 230 globNum 1592 mat 1 crossSect 1LTrSpace 126 nodes 4 101 94 102 231 globNum 1593 mat 1 crossSect 1LTrSpace 127 nodes 4 102 95 103 232 globNum 1594 mat 1 crossSect 1LTrSpace 128 nodes 4 96 97 105 226 globNum 1657 mat 1 crossSect 1LTrSpace 129 nodes 4 97 98 106 227 globNum 1658 mat 1 crossSect 1LTrSpace 130 nodes 4 98 99 107 228 globNum 1659 mat 1 crossSect 1LTrSpace 131 nodes 4 99 100 108 229 globNum 1660 mat 1 crossSect 1LTrSpace 132 nodes 4 100 101 109 230 globNum 1661 mat 1 crossSect 1LTrSpace 133 nodes 4 101 102 110 231 globNum 1662 mat 1 crossSect 1LTrSpace 134 nodes 4 102 103 111 232 globNum 1663 mat 1 crossSect 1LTrSpace 135 nodes 4 104 96 105 233 globNum 1719 mat 1 crossSect 1LTrSpace 136 nodes 4 105 97 106 234 globNum 1720 mat 1 crossSect 1LTrSpace 137 nodes 4 106 98 107 235 globNum 1721 mat 1 crossSect 1LTrSpace 138 nodes 4 107 99 108 236 globNum 1722 mat 1 crossSect 1LTrSpace 139 nodes 4 108 100 109 237 globNum 1723 mat 1 crossSect 1LTrSpace 140 nodes 4 109 101 110 238 globNum 1724 mat 1 crossSect 1LTrSpace 141 nodes 4 110 102 111 239 globNum 1725 mat 1 crossSect 1LTrSpace 142 nodes 4 111 103 112 240 globNum 1726 mat 1 crossSect 1LTrSpace 143 nodes 4 104 105 113 233 globNum 1777 mat 1 crossSect 1LTrSpace 144 nodes 4 105 106 114 234 globNum 1778 mat 1 crossSect 1LTrSpace 145 nodes 4 106 107 115 235 globNum 1779 mat 1 crossSect 1LTrSpace 146 nodes 4 107 108 116 236 globNum 1780 mat 1 crossSect 1LTrSpace 147 nodes 4 108 109 117 237 globNum 1781 mat 1 crossSect 1LTrSpace 148 nodes 4 109 110 118 238 globNum 1782 mat 1 crossSect 1LTrSpace 149 nodes 4 110 111 119 239 globNum 1783 mat 1 crossSect 1LTrSpace 150 nodes 4 111 112 120 240 globNum 1784 mat 1 crossSect 1LTrSpace 151 nodes 4 113 105 114 241 globNum 1834 mat 1 crossSect 1LTrSpace 152 nodes 4 114 106 115 242 globNum 1835 mat 1 crossSect 1LTrSpace 153 nodes 4 115 107 116 243 globNum 1836 mat 1 crossSect 1LTrSpace 154 nodes 4 116 108 117 244 globNum 1837 mat 1 crossSect 1LTrSpace 155 nodes 4 117 109 118 245 globNum 1838 mat 1 crossSect 1LTrSpace 156 nodes 4 118 110 119 246 globNum 1839 mat 1 crossSect 1LTrSpace 157 nodes 4 119 111 120 247 globNum 1840 mat 1 crossSect 1LTrSpace 158 nodes 4 113 114 121 241 globNum 1888 mat 1 crossSect 1LTrSpace 159 nodes 4 114 115 122 248 globNum 1889 mat 1 crossSect 1LTrSpace 160 nodes 4 115 116 123 249 globNum 1890 mat 1 crossSect 1LTrSpace 161 nodes 4 116 117 124 250 globNum 1891 mat 1 crossSect 1LTrSpace 162 nodes 4 117 118 125 251 globNum 1892 mat 1 crossSect 1LTrSpace 163 nodes 4 118 119 126 252 globNum 1893 mat 1 crossSect 1LTrSpace 164 nodes 4 119 120 127 253 globNum 1894 mat 1 crossSect 1LTrSpace 165 nodes 4 121 114 122 248 globNum 1939 mat 1 crossSect 1LTrSpace 166 nodes 4 122 115 123 255 globNum 1940 mat 1 crossSect 1LTrSpace 167 nodes 4 123 116 124 250 globNum 1941 mat 1 crossSect 1LTrSpace 168 nodes 4 124 117 125 251 globNum 1942 mat 1 crossSect 1LTrSpace 169 nodes 4 125 118 126 251 globNum 1943 mat 1 crossSect 1LTrSpace 170 nodes 4 126 119 127 252 globNum 1944 mat 1 crossSect 1LTrSpace 171 nodes 4 121 122 135 258 globNum 1987 mat 1 crossSect 1LTrSpace 172 nodes 4 122 123 136 259 globNum 1988 mat 1 crossSect 1LTrSpace 173 nodes 4 123 124 137 260 globNum 1989 mat 1 crossSect 1LTrSpace 174 nodes 4 124 125 138 261 globNum 1990 mat 1 crossSect 1LTrSpace 175 nodes 4 125 126 139 262 globNum 1991 mat 1 crossSect 1LTrSpace 176 nodes 4 126 127 140 263 globNum 1992 mat 1 crossSect 1LTrSpace 177 nodes 4 134 121 135 257 globNum 2029 mat 1 crossSect 1LTrSpace 178 nodes 4 135 122 136 259 globNum 2030 mat 1 crossSect 1LTrSpace 179 nodes 4 136 123 137 260 globNum 2031 mat 1 crossSect 1

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