CircleDiscrete.m

%Circle Geometry

Vertices = [ 0.354078223658165 -0.766695555351536 -0.298231892827986 0.372870950777673 0.297986811811660 -0.959324251681120 -0.212485229682307 -0.980997388468482 -0.224818474827896 0.140198925104464 0.841199824526692 -0.547087944789703 0.625479155779087 0.783224677636050 0.229859417206465 0.642635182263987 0.390468696828730 0.490410260635561 0.238166773991895 -0.614649349112947 -0.660720113005497 0.485063713088005 -0.403245531692523 0.213599624445504 -0.138199279919743 0.791505007313432 -0.534631205125817 0.353969834110798 0.614013734082178 0.521798768998622 -0.636076834531567 -0.032653119038256 -0.816620666467475 -0.142009839458299 -0.912511619520552 0.416026781542313 -0.469523231869694 -0.702160225580048 -0.075043317877789 -0.832392416359616 -0.361657265597155 -0.549631641488656 0.680256106516730 -0.057283776890683 -0.332340123936992 0.729557433580277 -0.704095891396357 0.715770548526409 0.699206069279343 -0.717745625706996 0.844831753599322 -0.091293768514259 -0.019169470908630 0.122728885287606 -1.002904300029686 -0.024109065305038 -0.415580703585440 0.520474979242920 -0.127148606389532 0.315397379840905 0.158866238978901 -0.420118791485332 -0.451920777949139 0.036343744744883 0.041596225057031 -1.003040501906917 0.456926240538339 0.894225648074915 -0.524666023496280 -0.390210597967998 -0.651442451929566 -0.764228369460929 -0.207615694271768 -0.221573949920743 -0.168169122200641 -0.425538318278553 -0.090792317219241 -0.058138735631788 0.096077925561974 -0.072397712115510 -0.827617928316233 0.567747742268008 -0.339339418726908 0.942923482104062 0.532861875838247 -0.850202071777010 -0.980685837877796 0.209788419940782 0.765937514331123 -0.294917048414618 0.493603043079254 -0.046377916720548 0.298667493857445 -0.051217615338435 0.078899444400723 0.817269475871917 -0.438899892179220 -0.171312358572774 0.002265290252134 1.002588538785814 0.981654705468083 -0.211564257172202 0.012558227632303 0.641679693402978 -0.029471727969854 0.463866058436891 -0.618917445740263 0.167655107615183 -0.199698142726620 0.565075216188424 0.301169823282179 0.305728453028272 0.489775190111495 -0.622515495113159 -0.279678083625676 -0.774456227063590 -0.170850603917301 0.988346757057512 0.922052325363514 -0.396339660125565 -0.803237974855761 -0.600572466408068 0.805613545935361 0.127109016373742 0.742086164564964 0.674764103404251 0.734451878556294 0.331057626600557 -0.743965065717372 -0.367215652902759 -0.625051189972950 -0.220353365680011 -0.283453167168401 -0.039833067270852 0.293843484579637 0.807247835831146 -0.606481310486604 -0.549905553509522 0.458779297138542 0.670055215887352 -0.763852770253396 0.295121054781917 0.207091657711513 -0.244260494835011 0.010494200435293 -0.493885472008037 0.609282014793535 0.145338152144908 0.405584586837439 0.139612949351751 0.672043384413539 -0.488679448089427 0.975609196668914 0.230450957033015 -0.348799782154616 -0.348669887927972 0.397735107242810 -0.237771780624337 -0.817028129455280 0.079430987698179 -0.907089424726309 -0.430870237128993 0.519665506047953 -0.411777185457409 0.088051017286548 0.289608438637462 -0.006487422836260 -0.269430144840844 0.927191469853954 0.382518350910049 0.216881354117256 0.980686245776811 0.173413903739520 0.470499197541963 0.599118508475341 -0.240935317618663 0.520030946326333 0.330166521065558 0.149859766447007 -0.829056778670696 -0.519332090055107 0.858504518485319 -0.529725242147416 0.654726105280486 0.846553908098404 0.535944245154634 -0.970104902703809 -0.255080238223342 0.192850234882940 0.117845481402531 -0.438676608346221 -0.903403777825454 1.003394518502078 0.027488276532593 0.344450338887639 -0.447022594690313 0.044690988771908 -0.671432554675671 -0.162259902428279 -0.627117142435382];

Connectivity = [ 11 14 29 17 28 94 100 38 21 54 14 71 69 19 21 78 21 38 37 38 84 19 36 96 65 69 35 65 17 94 32 49 67 78 49 35 66 49 16 49 78 37 35 21 78 17 80 28 17 66 16 44 80 71 2 55 29 91 92 23 11 71 14 5 12 32 29 92 11 92 29 23 62 22 26 23 13 42 13 23 55 30 2 5 95 27 40 37 78 38 79 47 72 27 5 39 64 74 62 100 21 58 31 84 73 39 67 37 90 33 3 57 10 1 73 38 100 98 10 57 36 19 69 58 19 96 21 35 69 58 96 4 20 58 4 21 19 58 20 4 33 90 20 33 99 73 100 1 90 3 99 100 20 20 100 58 20 90 99 10 99 90 10 98 31 32 16 49 66 35 49 40 39 84 67 49 37 84 39 37 40 27 39 10 73 99 84 38 73 14 54 12 80 17 16 65 81 61 61 36 69 61 69 65 81 65 94 66 65 35 66 17 65 28 80 44 44 71 18 80 16 54 80 54 71 16 32 54 5 32 67 12 54 32 18 71 11 41 11 24 24 92 91 24 11 92 41 18 11 12 2 14 23 42 91 55 23 29 13 59 42 55 52 13 48 8 68 13 50 59 13 52 48 53 83 87 13 48 50 52 87 8 14 2 29 53 52 55 5 2 12 30 55 2 39 5 67 27 83 30 27 30 5 53 55 30 56 83 95 53 30 83 9 87 56 52 53 87 47 95 40 83 27 95 89 56 75 87 83 56 89 75 74 56 95 75 70 68 8 48 52 8 48 86 50 68 34 86 48 68 86 8 9 70 70 9 15 8 87 9 7 70 15 34 68 70 70 7 34 47 75 95 15 63 7 15 93 63 15 64 93 93 64 85 15 9 89 15 89 64 9 56 89 46 74 75 64 89 74 64 62 77 26 22 45 64 77 85 45 51 26 62 74 22 62 26 97 88 82 76 26 51 97 62 97 77 88 46 79 22 74 46 84 72 40 46 75 47 31 72 84 47 40 72 88 79 82 46 47 79 22 88 45 22 46 88 79 98 82 79 72 98 10 31 73 98 72 31 1 3 43 57 1 43 10 90 1 76 57 25 82 98 57 57 43 25 57 76 82 25 6 76 76 45 88 76 6 45 45 6 60 45 60 51];

trisurf(Connectivity, Vertices(:,1), Vertices(:,2), Vertices(:,2)) View([0 0 1]) axis equal