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@ChrisRackauckas
Last active August 29, 2016 14:48
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# First, here's node and elem
# Two large matrices which are used for the plot information.
node = [-8.91541 1.66159
-8.88471 1.55387
-8.82741 1.75439
-8.82629 1.51154
-8.80547 1.57183
-8.80356 1.64926
-8.7752 1.47451
-8.7674 1.53615
-8.73522 1.59728
-8.73025 1.73917
-8.72706 1.43963
-8.72354 1.86392
-8.70246 1.38514
-8.70049 1.67293
-8.69965 1.52739
-8.67803 1.33103
-8.65491 1.48261
-8.65431 1.3834
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-8.58646 1.47192
-8.51641 1.9677
-8.50951 1.62963
-8.50881 1.52682
-8.50261 1.45443
-8.4795 1.34743
-8.38248 1.7887
-8.35416 1.53418
-8.27639 1.36421
-8.20339 2.12453
-8.14943 1.72612
-8.06256 1.44186
-7.96461 1.63388
-7.88765 1.8307
-7.79692 2.46707
-7.75894 1.55212
-7.69709 2.09532
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-7.50346 1.57317
-7.4517 2.758
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1932.0 1927.0 1974.0
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1974.0 1967.0 1998.0
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2059.0 2068.0 2084.0
2087.0 2104.0 2084.0
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522.0 514.0 523.0
408.0 348.0 200.0
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200.0 257.0 408.0
107.0 200.0 83.0
107.0 257.0 200.0
83.0 56.0 107.0
436.0 257.0 379.0
491.0 505.0 484.0
519.0 505.0 515.0
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528.0 525.0 535.0
378.0 431.0 420.0
494.0 508.0 502.0
502.0 508.0 514.0
514.0 500.0 502.0
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1946.0 1958.0 1948.0
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19.0 11.0 13.0
13.0 18.0 19.0
19.0 18.0 23.0
9.0 8.0 15.0
7.0 11.0 15.0
15.0 8.0 7.0
9.0 15.0 20.0
20.0 15.0 21.0
30.0 22.0 26.0
26.0 31.0 30.0
22.0 20.0 26.0
26.0 20.0 21.0
28.0 23.0 29.0
29.0 31.0 28.0
98.0 94.0 100.0
38.0 33.0 40.0
40.0 33.0 37.0
37.0 41.0 40.0
41.0 44.0 40.0
45.0 50.0 47.0
47.0 41.0 45.0
47.0 44.0 41.0
55.0 43.0 48.0
48.0 43.0 38.0
38.0 40.0 48.0
48.0 40.0 44.0
268.0 290.0 292.0
292.0 277.0 268.0
290.0 314.0 292.0
298.0 277.0 292.0
292.0 314.0 298.0
233.0 219.0 238.0
387.0 314.0 346.0
387.0 411.0 398.0
407.0 411.0 387.0
346.0 389.0 387.0
387.0 389.0 407.0
95.0 88.0 82.0
109.0 88.0 95.0
90.0 109.0 113.0
90.0 88.0 109.0
63.0 68.0 72.0
57.0 68.0 63.0
55.0 48.0 63.0
63.0 48.0 57.0
67.0 64.0 61.0
431.0 401.0 428.0
428.0 411.0 434.0
398.0 411.0 428.0
428.0 401.0 398.0
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1725.0 1678.0 1685.0
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592.0 590.0 583.0
592.0 583.0 585.0
585.0 594.0 592.0
699.0 705.0 667.0
643.0 642.0 659.0
699.0 667.0 659.0
616.0 609.0 603.0
603.0 617.0 616.0
631.0 642.0 643.0
604.0 642.0 631.0
631.0 617.0 604.0
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1855.0 1858.0 1848.0
1848.0 1858.0 1847.0
1844.0 1849.0 1848.0
1866.0 1858.0 1865.0
1994.0 2006.0 2003.0
1997.0 1994.0 2003.0
2003.0 2013.0 1997.0
575.0 566.0 570.0
575.0 578.0 582.0
570.0 578.0 575.0
558.0 566.0 568.0
566.0 575.0 568.0
605.0 577.0 572.0
577.0 550.0 572.0
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663.0 645.0 673.0
673.0 750.0 663.0
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1117.0 1090.0 1113.0
1058.0 1020.0 1016.0
1064.0 1020.0 1058.0
1125.0 1101.0 1147.0
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1117.0 1181.0 1147.0
1378.0 1372.0 1427.0
1427.0 1372.0 1405.0
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1039.0 1052.0 1029.0
1013.0 1009.0 1029.0
1029.0 1009.0 1028.0
1028.0 1039.0 1029.0
1999.0 1992.0 1993.0
1999.0 2006.0 1994.0
1994.0 1992.0 1999.0
1841.0 1824.0 1853.0
1853.0 1824.0 1837.0
1997.0 1975.0 1985.0
1975.0 1973.0 1985.0
1985.0 1994.0 1997.0
1949.0 1906.0 1930.0
1705.0 1714.0 1712.0
1703.0 1717.0 1716.0
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1736.0 1717.0 1728.0
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2031.0 2050.0 2030.0
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2012.0 2038.0 2031.0
2031.0 2038.0 2059.0
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2009.0 1987.0 1986.0
2009.0 2011.0 1987.0
2009.0 2004.0 2027.0
2044.0 2034.0 2029.0
2029.0 2034.0 2020.0
2029.0 2009.0 2027.0
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2082.0 2080.0 2070.0
1859.0 1932.0 1893.0
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##node[:,1] = x
##node[:,2] = y
z = ones(node[:,2]) # Constant z just to view the mesh
# elem denotes the triangles.
# Line 6886 says that nodes 828, 821, and 824 make a triangle.
# so (node[828,1],node[828,2],z[828]),(node[821,1],node[821,2],z[828]), and (node[824,1],node[824,2],z[828)
# make a triangle. This designates which lines to draw between.
import PyPlot
PyPlot.plot_trisurf(node[:,1],node[:,2],z,triangles=elem-1) #Change elem by 1 since Python uses 0-based indexing
# With no triangles it just completes the mesh and can't be seen:
PyPlot.plot_trisurf(node[:,1],node[:,2],z)
using Plots, ImageMagick
gr()
plot(node[:,1],node[:,2],z,seriestype=:surface) # Same as PyPlot without triangles
@ChrisRackauckas
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No triangles specified:

trisurflake

Triangles specified:

trisurflakenotriangles

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