# airfoil_exterior.poly # # Discussion: # # This file describes the exterior of an airfoil. # # Licensing: # # This code is distributed under the GNU LGPL license. # # Modified: # # 10 October 2014 # # # Declare 105 vertices, 2 dimensions, 0 attributes, 1 boundary markers. # 105 2 0 1 # # List the vertices by index, x, y, and boundary marker. # 1 0.0000000000000000e+00 0.0000000000000000e+00 1 2 2.2768959748831630e-01 3.3184753509543619e-01 1 3 4.3787405865815554e-01 5.1054248149847037e-01 1 4 6.4503013132016174e-01 6.5860703069470194e-01 1 5 8.5054098607207229e-01 7.8774747853523630e-01 1 6 1.0549475738783978e+00 9.0254209760760529e-01 1 7 1.2585312653005118e+00 1.0053722333804156e+00 1 8 1.4614623319136681e+00 1.0976789585877280e+00 1 9 1.6638542624952100e+00 1.1804227716709683e+00 1 10 1.8657880016317594e+00 1.2542887372780585e+00 1 11 2.0673242629475403e+00 1.3197906977712621e+00 1 12 2.2685103889172122e+00 1.3773293304174203e+00 1 13 2.4693844473896811e+00 1.4272268178181999e+00 1 14 2.6699778145543429e+00 1.4697487085301775e+00 1 15 2.8703168764283178e+00 1.5051183173948228e+00 1 16 3.0704241908248231e+00 1.5335265597162162e+00 1 17 3.2703193052346666e+00 1.5551388733014688e+00 1 18 3.4700193475221828e+00 1.5701002177437964e+00 1 19 3.6695394621114965e+00 1.5785387660318260e+00 1 20 3.8688931383637124e+00 1.5805686837299566e+00 1 21 4.0680924620276162e+00 1.5762922571006921e+00 1 22 4.2671483107060313e+00 1.5671904362992770e+00 1 23 4.4660705078582223e+00 1.5547352498653482e+00 1 24 4.6648679456072433e+00 1.5390019551991210e+00 1 25 4.8635486837444306e+00 1.5200587653626787e+00 1 26 5.0621200303380869e+00 1.4979675313018159e+00 1 27 5.2605886079591668e+00 1.4727843023390181e+00 1 28 5.4589604085415262e+00 1.4445597904765146e+00 1 29 5.6572408391734941e+00 1.4133397579476712e+00 1 30 5.8554347605883548e+00 1.3791653429764827e+00 1 31 6.0535465197280383e+00 1.3420733353764147e+00 1 32 6.2515799774586789e+00 1.3020964111176496e+00 1 33 6.4495385322920953e+00 1.2592633330909437e+00 1 34 6.6474251407949332e+00 1.2135991238379373e+00 1 35 6.8452423352338281e+00 1.1651252148887929e+00 1 36 7.0429922389007560e+00 1.1138595764664867e+00 1 37 7.2406765794808043e+00 1.0598168306232849e+00 1 38 7.4382967007595653e+00 1.0030083503248453e+00 1 39 7.6358535729154644e+00 9.4344234655809067e-01 1 40 7.8333478016006266e+00 8.8112394518597492e-01 1 41 8.0307796359801191e+00 8.1605525498669274e-01 1 42 8.2281489758719975e+00 7.4823542808258936e-01 1 43 8.4254553781081150e+00 6.7766071377401160e-01 1 44 8.6226980622171503e+00 6.0432450663703086e-01 1 45 8.8198759155161301e+00 5.2821738961483855e-01 1 46 9.0169874976839619e+00 4.4932717272534412e-01 1 47 9.2140310448799880e+00 3.6763892791803027e-01 1 48 9.4110044734616825e+00 2.8313502053818462e-01 1 49 9.6079053833481520e+00 1.9579513779357555e-01 1 50 9.8047310610698641e+00 1.0559631456536817e-01 1 51 1.0001478482539621e+01 1.2512956859992194e-02 1 52 9.9985215174603788e+00 -1.2512956859992194e-02 1 53 9.7952689389301373e+00 2.5514796545742513e-02 1 54 9.5920946166518473e+00 6.1982639984202448e-02 1 55 9.3889955265383183e+00 9.6864979461815298e-02 1 56 9.1859689551200105e+00 1.3013884985974788e-01 1 57 8.9830125023160381e+00 1.6178393838576705e-01 1 58 8.7801240844838713e+00 1.9178261038516106e-01 1 59 8.5773019377828490e+00 2.2011993780741385e-01 1 60 8.3745446218918858e+00 2.4678373067043285e-01 1 61 8.1718510241280011e+00 2.7176457191741110e-01 1 62 7.9692203640198818e+00 2.9505585612441843e-01 1 63 7.7666521983993730e+00 3.1665383259180291e-01 1 64 7.5641464270845349e+00 3.3655765344190958e-01 1 65 7.3617032992404354e+00 3.5476942745293227e-01 1 66 7.1593234205191960e+00 3.7129428048782581e-01 1 67 6.9570077610992440e+00 3.8614042353351358e-01 1 68 6.7547576647661716e+00 3.9931922955565152e-01 1 69 6.5525748592050661e+00 4.1084532060650741e-01 1 70 6.3504614677079054e+00 4.2073666690905642e-01 1 71 6.1484200225413215e+00 4.2901469999346137e-01 1 72 5.9464534802719617e+00 4.3570444240136325e-01 1 73 5.7445652394116449e+00 4.4083465702351732e-01 1 74 5.5427591608265052e+00 4.4443801983010661e-01 1 75 5.3410395914584745e+00 4.4655132063459635e-01 1 76 5.1394113920408335e+00 4.4721569766098168e-01 1 77 4.9378799696619131e+00 4.4647691314262861e-01 1 78 4.7364513162555690e+00 4.4438567908176563e-01 1 79 4.5351320543927560e+00 4.4099804480087901e-01 1 80 4.3339294921417784e+00 4.3637586124576289e-01 1 81 4.1328516892939691e+00 4.3058734147850064e-01 1 82 3.9319075379723838e+00 4.2370774289930835e-01 1 83 3.7311068616362872e+00 4.1443131627004337e-01 1 84 3.5304605378885037e+00 4.0146123396817412e-01 1 85 3.3299806524778170e+00 3.8489978225620369e-01 1 86 3.1296806947653337e+00 3.6486112669853121e-01 1 87 2.9295758091751769e+00 3.4147344028378368e-01 1 88 2.7296831235716819e+00 3.1488168260517646e-01 1 89 2.5300221854456573e+00 2.8525129146982242e-01 1 90 2.3306155526103187e+00 2.5277318218180012e-01 1 91 2.1314896110827881e+00 2.1767066958257963e-01 1 92 1.9326757370524594e+00 1.8020930222873788e-01 1 93 1.7342119983682407e+00 1.4071126272194190e-01 1 94 1.5361457375047902e+00 9.9577228329031708e-02 1 95 1.3385376680863317e+00 5.7321041412271900e-02 1 96 1.1414687346994881e+00 1.4627766619584148e-02 1 97 9.4505242612160223e-01 -2.7542097607605343e-02 1 98 7.4945901392792780e-01 -6.7747478535236161e-02 1 99 5.5496986867983822e-01 -1.0360703069470212e-01 1 100 3.6212594134184450e-01 -1.3054248149847036e-01 1 101 1.7231040251168372e-01 -1.3684753509543618e-01 1 102 -2.0 -2.0 2 103 12.0 -2.0 2 104 12.0 3.0 2 105 -2.0 3.0 2 # # Declare the number of segments and the number of boundary markers. # 105 2 # # List the segments by index, start and end node, and boundary marker. # 1 1 2 1 2 2 3 1 3 3 4 1 4 4 5 1 5 5 6 1 6 6 7 1 7 7 8 1 8 8 9 1 9 9 10 1 10 10 11 1 11 11 12 1 12 12 13 1 13 13 14 1 14 14 15 1 15 15 16 1 16 16 17 1 17 17 18 1 18 18 19 1 19 19 20 1 20 20 21 1 21 21 22 1 22 22 23 1 23 23 24 1 24 24 25 1 25 25 26 1 26 26 27 1 27 27 28 1 28 28 29 1 29 29 30 1 30 30 31 1 31 31 32 1 32 32 33 1 33 33 34 1 34 34 35 1 35 35 36 1 36 36 37 1 37 37 38 1 38 38 39 1 39 39 40 1 40 40 41 1 41 41 42 1 42 42 43 1 43 43 44 1 44 44 45 1 45 45 46 1 46 46 47 1 47 47 48 1 48 48 49 1 49 49 50 1 50 50 51 1 51 51 52 1 52 52 53 1 53 53 54 1 54 54 55 1 55 55 56 1 56 56 57 1 57 57 58 1 58 58 59 1 59 59 60 1 60 60 61 1 61 61 62 1 63 62 63 1 64 63 64 1 64 64 65 1 65 65 66 1 66 66 67 1 67 67 68 1 68 68 69 1 69 69 70 1 70 70 71 1 71 71 72 1 72 72 73 1 73 73 74 1 74 74 75 1 75 75 76 1 76 76 77 1 77 77 78 1 78 78 79 1 79 79 80 1 80 80 81 1 81 81 82 1 82 82 83 1 83 83 84 1 84 84 85 1 85 85 86 1 86 86 87 1 87 87 88 1 88 88 89 1 89 89 90 1 90 90 91 1 91 91 92 1 92 92 93 1 93 93 94 1 94 94 95 1 95 95 96 1 96 96 97 1 97 97 98 1 98 98 99 1 99 99 100 1 100 100 101 1 101 101 1 1 102 102 103 2 103 103 104 2 104 104 105 2 105 105 102 2 # # Declare the number of holes. # 1 # # Define a hole by giving the coordinates of one point inside it. # 1 5.0 1.0