alltests.di

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alltests
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test1
Maximum aspect ratio =        10.2397 achieved in
simplex #359 of topological entity mregion (2:0) which has vertices 13 11 230 
Maximum global side length =  0.200806
Minimum global altitude =     0.00727931
Number of nodes = 259 number of elements = 447
After this test meshsizesum = 259 aspprod = 1.023973e+001
test2
Maximum aspect ratio =        33.6416 achieved in
simplex #1857 of topological entity torus (3:0) which has vertices 237 98 559 582 
Maximum global side length =  0.537516
Minimum global altitude =     0.0127932
Number of nodes = 633 number of elements = 2421
After this test meshsizesum = 892 aspprod = 3.444806e+002
test3
Maximum aspect ratio =        31.0902 achieved in
simplex #1176 of topological entity region (3:0) which has vertices 48 313 315 321 
Maximum global side length =  0.4593
Minimum global altitude =     0.00676154
Number of nodes = 323 number of elements = 1210
After this test meshsizesum = 1215 aspprod = 1.070997e+004
test4
Maximum aspect ratio =        49.0823 achieved in
simplex #2922 of topological entity cylinder (3:0) which has vertices 179 152 210 739 
Maximum global side length =  1.03923
Minimum global altitude =     0.000131217
Number of nodes = 1179 number of elements = 6054
After this test meshsizesum = 2394 aspprod = 5.256701e+005
test5
Maximum aspect ratio =        15.7576 achieved in
simplex #309 of topological entity crackobj (2:0) which has vertices 171 19 172 
Maximum global side length =  0.355317
Minimum global altitude =     0.00904466
Number of nodes = 199 number of elements = 319
After this test meshsizesum = 2593 aspprod = 8.283287e+006
test6
Maximum aspect ratio =        29.5587 achieved in
simplex #272 of topological entity r (3:0) which has vertices 51 49 101 146 
Maximum global side length =  0.519615
Minimum global altitude =     0.0110315
Number of nodes = 191 number of elements = 691
After this test meshsizesum = 2784 aspprod = 2.448431e+008
test7
Maximum aspect ratio =        19.1017 achieved in
simplex #656 of topological entity mregion (2:0) which has vertices 52 366 382 
Maximum global side length =  0.206452
Minimum global altitude =     0.00212975
Number of nodes = 403 number of elements = 694
Conductivity on face mregion is (const 1.0)
Source on face mregion is (const 0.0)
facet e19 btype = n bfunc = (const 0.0)
facet e19_cav1 btype = d bfunc = (const 1)
facet e19_cav2 btype = d bfunc = (const 2)
facet newe1_$copy0 btype = n bfunc = (const 0.0)
facet newe1_$copy1 btype = n bfunc = (const 0.0)
Assembled K is 353-by-353 and contains 1927 nonzero entries
92349 flops to solve linear system
After this test meshsizesum = 3187 aspprod = 4.676908e+009
test8
Maximum aspect ratio =        2.70243 achieved in
simplex #12 of topological entity region (3:0) which has vertices 13 4 21 26 
Maximum global side length =  1.9105
Minimum global altitude =     0.597927
Number of nodes = 27 number of elements = 48

asp =

    2.7024

Maximum aspect ratio =        78.5844 achieved in
simplex #606 of topological entity region (3:0) which has vertices 108 6 110 195 
Maximum global side length =  1.55283
Minimum global altitude =     0.00634797
Number of nodes = 228 number of elements = 867
After this test meshsizesum = 3442 aspprod = 9.932291e+011
test9
Maximum aspect ratio =        72.4505 achieved in
simplex #1265 of topological entity hexnutcrack (3:0) which has vertices 3 349 487 490 
Maximum global side length =  0.780871
Minimum global altitude =     0.00196405
Number of nodes = 803 number of elements = 3330
After this test meshsizesum = 4245 aspprod = 7.195999e+013
test10
Maximum aspect ratio =        13.4882 achieved in
simplex #272 of topological entity mregion (2:0) which has vertices 31 2 172 
Maximum global side length =  0.777817
Minimum global altitude =     0.00434737
Number of nodes = 173 number of elements = 278
Maximum aspect ratio =        6.73472 achieved in
simplex #51 of topological entity mregion (2:0) which has vertices 20 8 47 
Maximum global side length =  0.777817
Minimum global altitude =     0.0418737
Number of nodes = 57 number of elements = 86
After this test meshsizesum = 4475 aspprod = 6.536796e+015
test11
Maximum aspect ratio =        11.0909 achieved in
simplex #72 of topological entity mregion (2:0) which has vertices 20 21 55 
Maximum global side length =  0.672681
Minimum global altitude =     0.00146843
Number of nodes = 62 number of elements = 95
Maximum aspect ratio =        121.688 achieved in
simplex #16005 of topological entity 3:0 (3:0) which has vertices 1928 1816 1960 3859 
Maximum global side length =  0.346472
Minimum global altitude =     0.000619213
Number of nodes = 3909 number of elements = 16497
After this test meshsizesum = 8473 aspprod = 8.822291e+018
alltests is complete; meshsizesum = 8473  aspprod = 8.822291e+018
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