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In-Reply-To software@geom.umn.edu.it's message of Mon, 14 Sep 1992 10:25:26 -0500 Here you can see an example of "strange" triangularization. We attempted to invert the two grid parameters, thinking to an our misunderstanding: the problem is another. This is an ad hoc example, but our practical problems are in a mesh of 108x145 points; we patched the grid with another piece of "neutral" values, generating so a 145x145 mesh that is correctly visualized by geomview. --Luigi Niolu # this is the zmesh for the function sin(x)*sin(y) # xvaries between 0 and 5 # yvaries between 0 and 5 # the grid is 10x10 ZMESH 10 10 0.2397128 0.6604483 0.9194830 0.9533962 0.7538848 0.3697961 -.1048316 -.5537929 -.8671663 -.9682272 0.1810227 0.4987475 0.6943614 0.7199715 0.5693075 0.2792571 -.7916518E-01 -.4182051 -.6548538 -.7311714 0.7801200E-01 0.2149360 0.2992361 0.3102728 0.2453439 0.1203462 -.3411635E-01 -.1802261 -.2822102 -.3150994 -.4409878E-01 -.1214994 -.1691528 -.1753916 -.1386885 -.6802957E-01 0.1928535E-01 0.1018786 0.1595283 0.1781200 -.1554126 -.4281875 -.5961272 -.6181141 -.4887651 -.2397494 0.6796533E-01 0.3590398 0.5622087 0.6277294 -.2286761 -.6300403 -.8771487 -.9095006 -.7191749 -.3527702 0.1000050 0.5282955 0.8272408 0.9236487 -.2459516 -.6776373 -.9434137 -.9782096 -.7735056 -.3794205 0.1075600 0.5682061 0.8897355 0.9934266 -.2030097 -.5593251 -.7786983 -.8074189 -.6384553 -.3131755 0.8878053E-01 0.4690000 0.7343919 0.8199791 -.1103638 -.3040705 -.4233302 -.4389438 -.3470887 -.1702542 0.4826450E-01 0.2549664 0.3992436 0.4457720 0.9302922E-02 0.2563109E-01 0.3568386E-01 0.3699999E-01 0.2925723E-01 0.1435127E-01 -.4068370E-02 -.2149194E-01 -.3365353E-01 -.3757556E-01 # this is the zmesh for the function sin(x)*sin(y) # xvaries between 0 and 5 # yvaries between 0 and 7 # the grid is 10x15 ZMESH 15 10 0.2406996 0.6631671 0.9232681 0.9573210 0.7569882 0.3713184 -.1052632 -.5560726 -.8707361 -.9722130 0.1892250 0.5213461 0.7258235 0.7525940 0.5951032 0.2919104 -.8275221E-01 -.4371542 -.6845257 -.7643013 0.9728387E-01 0.2680331 0.3731585 0.3869217 0.3059529 0.1500763 -.4254435E-01 -.2247486 -.3519266 -.3929406 -.1546182E-01 -.4259986E-01 -.5930797E-01 -.6149543E-01 -.4862665E-01 -.2385238E-01 0.6761790E-02 0.3572043E-01 0.5593348E-01 0.6245204E-01 -.1249009 -.3441226 -.4790911 -.4967614 -.3928072 -.1926800 0.5462188E-01 0.2885505 0.4518318 0.5044890 -.2076294 -.5720534 -.7964187 -.8257930 -.6529843 -.3203023 0.9080087E-01 0.4796728 0.7511042 0.8386390 -.2459556 -.6776482 -.9434290 -.9782254 -.7735181 -.3794266 0.1075617 0.5682153 0.8897498 0.9934426 -.2316831 -.6383253 -.8886830 -.9214602 -.7286319 -.3574090 0.1013201 0.5352424 0.8381188 0.9357944 -.1678642 -.4624936 -.6438885 -.6676370 -.5279247 -.2589580 0.7341067E-01 0.3878058 0.6072527 0.6780227 -.6814691E-01 -.1877560 -.2613958 -.2710368 -.2143186 -.1051277 0.2980212E-01 0.1574354 0.2465229 0.2752531 0.4614392E-01 0.1271341 0.1769975 0.1835257 0.1451204 0.7118454E-01 -.2017974E-01 -.1066033 -.1669267 -.1863806 0.1505667 0.4148361 0.5775391 0.5988404 0.4735247 0.2322737 -.6584609E-01 -.3478445 -.5446783 -.6081560 0.2227901 0.6138236 0.8545716 0.8860907 0.7006639 0.3436901 -.9743097E-01 -.5146976 -.8059483 -.8998747 0.2473690 0.6815424 0.9488505 0.9838468 0.7779631 0.3816070 -.1081798 -.5714805 -.8948628 -.9991515 0.2190470 0.6035106 0.8402137 0.8712033 0.6888918 0.3379157 -.9579401E-01 -.5060500 -.7924073 -.8847557
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