Startsida Utforska Hjälp
Logga in
torambo.com
/
Momentum-Apps
2
0
Fork 0
Filer Ärenden 0 Pull-förfrågningar 0 Wiki
Gren: dev
Grenar Taggar
Momentum-Apps
/
swd_probe
/
model
/
model_chip.h

model_chip.h 8.3 KB
Permalänk Historik Rå

123456789101112131415161718192021222324252627282930313233343536373839404142434445464748495051525354555657585960616263646566676869707172737475767778798081828384858687888990919293949596979899100101102103104105106107108 
  1. #define NUM_VERTICES 136
    2. 

  2. float vertexCoords[NUM_VERTICES][3] = {
    3. 

  3.     {1.000000, 1.000000, 0.152153},    {-1.000000, 1.000000, 0.152153},
    4. 

  4.     {-1.000000, -1.000000, 0.152153},  {1.000000, -1.000000, 0.152153},
    5. 

  5.     {1.000000, -1.000000, -0.185787},  {-1.000000, -1.000000, -0.185787},
    6. 

  6.     {-1.000000, 1.000000, -0.185787},  {1.000000, 1.000000, -0.185787},
    7. 

  7.     {-1.000043, -0.785071, -0.015780}, {-1.155724, -0.785071, -0.015780},
    8. 

  8.     {-1.155724, -0.918718, -0.015780}, {-1.000043, -0.918718, -0.015780},
    9. 

  9.     {-1.155724, -0.785071, 0.127052},  {-1.000043, -0.785071, 0.127052},
    10. 

  10.     {-1.000043, -0.918718, 0.127052},  {-1.155724, -0.918718, 0.127052},
    11. 

  11.     {-1.234192, -0.918846, -0.087021}, {-1.234397, -0.785201, -0.086336},
    12. 

  12.     {-1.235319, -0.784943, -0.229143}, {-1.235114, -0.918588, -0.229828},
    13. 

  13.     {-1.388133, -0.919573, -0.078673}, {-1.389056, -0.919314, -0.221479},
    14. 

  14.     {-1.389261, -0.785669, -0.220795}, {-1.388338, -0.785927, -0.077988},
    15. 

  15.     {-1.000043, -0.219627, -0.015780}, {-1.155724, -0.219627, -0.015780},
    16. 

  16.     {-1.155724, -0.353273, -0.015780}, {-1.000043, -0.353273, -0.015780},
    17. 

  17.     {-1.155724, -0.219627, 0.127052},  {-1.000043, -0.219627, 0.127052},
    18. 

  18.     {-1.000043, -0.353273, 0.127052},  {-1.155724, -0.353273, 0.127052},
    19. 

  19.     {-1.234192, -0.353402, -0.087021}, {-1.234397, -0.219756, -0.086336},
    20. 

  20.     {-1.235319, -0.219498, -0.229143}, {-1.235114, -0.353143, -0.229828},
    21. 

  21.     {-1.388133, -0.354128, -0.078673}, {-1.389056, -0.353870, -0.221479},
    22. 

  22.     {-1.389261, -0.220224, -0.220795}, {-1.388338, -0.220482, -0.077988},
    23. 

  23.     {-1.000043, 0.345818, -0.015780},  {-1.155724, 0.345818, -0.015780},
    24. 

  24.     {-1.155724, 0.212172, -0.015780},  {-1.000043, 0.212172, -0.015780},
    25. 

  25.     {-1.155724, 0.345818, 0.127052},   {-1.000043, 0.345818, 0.127052},
    26. 

  26.     {-1.000043, 0.212172, 0.127052},   {-1.155724, 0.212172, 0.127052},
    27. 

  27.     {-1.234192, 0.212043, -0.087021},  {-1.234397, 0.345689, -0.086336},
    28. 

  28.     {-1.235319, 0.345947, -0.229143},  {-1.235114, 0.212301, -0.229828},
    29. 

  29.     {-1.388133, 0.211317, -0.078673},  {-1.389056, 0.211575, -0.221479},
    30. 

  30.     {-1.389261, 0.345221, -0.220795},  {-1.388338, 0.344962, -0.077988},
    31. 

  31.     {-1.000043, 0.911263, -0.015780},  {-1.155724, 0.911263, -0.015780},
    32. 

  32.     {-1.155724, 0.777617, -0.015780},  {-1.000043, 0.777617, -0.015780},
    33. 

  33.     {-1.155724, 0.911263, 0.127052},   {-1.000043, 0.911263, 0.127052},
    34. 

  34.     {-1.000043, 0.777617, 0.127052},   {-1.155724, 0.777617, 0.127052},
    35. 

  35.     {-1.234192, 0.777488, -0.087021},  {-1.234397, 0.911133, -0.086336},
    36. 

  36.     {-1.235319, 0.911392, -0.229143},  {-1.235114, 0.777746, -0.229828},
    37. 

  37.     {-1.388133, 0.776762, -0.078673},  {-1.389056, 0.777020, -0.221479},
    38. 

  38.     {-1.389261, 0.910665, -0.220795},  {-1.388338, 0.910407, -0.077988},
    39. 

  39.     {1.000043, -0.785071, -0.015780},  {1.000043, -0.918718, -0.015780},
    40. 

  40.     {1.155723, -0.918718, -0.015780},  {1.155723, -0.785071, -0.015780},
    41. 

  41.     {1.155723, -0.785071, 0.127052},   {1.155723, -0.918718, 0.127052},
    42. 

  42.     {1.000043, -0.918718, 0.127052},   {1.000043, -0.785071, 0.127052},
    43. 

  43.     {1.234397, -0.785201, -0.086336},  {1.234192, -0.918846, -0.087021},
    44. 

  44.     {1.235114, -0.918588, -0.229828},  {1.235319, -0.784943, -0.229143},
    45. 

  45.     {1.388133, -0.919573, -0.078673},  {1.388338, -0.785927, -0.077988},
    46. 

  46.     {1.389260, -0.785669, -0.220795},  {1.389056, -0.919314, -0.221479},
    47. 

  47.     {1.000043, -0.219627, -0.015780},  {1.000043, -0.353273, -0.015780},
    48. 

  48.     {1.155723, -0.353273, -0.015780},  {1.155723, -0.219627, -0.015780},
    49. 

  49.     {1.155723, -0.219627, 0.127052},   {1.155723, -0.353273, 0.127052},
    50. 

  50.     {1.000043, -0.353273, 0.127052},   {1.000043, -0.219627, 0.127052},
    51. 

  51.     {1.234397, -0.219756, -0.086336},  {1.234192, -0.353402, -0.087021},
    52. 

  52.     {1.235114, -0.353143, -0.229828},  {1.235319, -0.219498, -0.229143},
    53. 

  53.     {1.388133, -0.354128, -0.078673},  {1.388338, -0.220482, -0.077988},
    54. 

  54.     {1.389260, -0.220224, -0.220795},  {1.389056, -0.353870, -0.221479},
    55. 

  55.     {1.000043, 0.345818, -0.015780},   {1.000043, 0.212172, -0.015780},
    56. 

  56.     {1.155723, 0.212172, -0.015780},   {1.155723, 0.345818, -0.015780},
    57. 

  57.     {1.155723, 0.345818, 0.127052},    {1.155723, 0.212172, 0.127052},
    58. 

  58.     {1.000043, 0.212172, 0.127052},    {1.000043, 0.345818, 0.127052},
    59. 

  59.     {1.234397, 0.345689, -0.086336},   {1.234192, 0.212043, -0.087021},
    60. 

  60.     {1.235114, 0.212301, -0.229828},   {1.235319, 0.345947, -0.229143},
    61. 

  61.     {1.388133, 0.211317, -0.078673},   {1.388338, 0.344962, -0.077988},
    62. 

  62.     {1.389260, 0.345221, -0.220795},   {1.389056, 0.211575, -0.221479},
    63. 

  63.     {1.000043, 0.911263, -0.015780},   {1.000043, 0.777616, -0.015780},
    64. 

  64.     {1.155723, 0.777616, -0.015780},   {1.155723, 0.911263, -0.015780},
    65. 

  65.     {1.155723, 0.911263, 0.127052},    {1.155723, 0.777616, 0.127052},
    66. 

  66.     {1.000043, 0.777616, 0.127052},    {1.000043, 0.911263, 0.127052},
    67. 

  67.     {1.234397, 0.911133, -0.086336},   {1.234192, 0.777488, -0.087021},
    68. 

  68.     {1.235114, 0.777746, -0.229828},   {1.235319, 0.911392, -0.229143},
    69. 

  69.     {1.388133, 0.776762, -0.078673},   {1.388338, 0.910407, -0.077988},
    70. 

  70.     {1.389260, 0.910665, -0.220795},   {1.389056, 0.777020, -0.221479},
    71. 

  71. };
    72. 

  72. int edgeIndices[][3] = {
    73. 

  73.     {0, 1},     {1, 2},     {2, 3},     {3, 0},     {4, 3},     {3, 2},     {2, 5},     {5, 4},
    74. 

  74.     {5, 2},     {2, 1},     {1, 6},     {6, 5},     {6, 7},     {7, 4},     {4, 5},     {5, 6},
    75. 

  75.     {7, 0},     {0, 3},     {3, 4},     {4, 7},     {6, 1},     {1, 0},     {0, 7},     {7, 6},
    76. 

  76.     {8, 9},     {9, 10},    {10, 11},   {11, 8},    {12, 13},   {13, 14},   {14, 15},   {15, 12},
    77. 

  77.     {13, 8},    {8, 11},    {11, 14},   {14, 13},   {12, 15},   {15, 16},   {16, 17},   {17, 12},
    78. 

  78.     {10, 9},    {9, 18},    {18, 19},   {19, 10},   {20, 21},   {21, 22},   {22, 23},   {23, 20},
    79. 

  79.     {17, 16},   {16, 20},   {20, 23},   {23, 17},   {19, 18},   {18, 22},   {22, 21},   {21, 19},
    80. 

  80.     {24, 25},   {25, 26},   {26, 27},   {27, 24},   {28, 29},   {29, 30},   {30, 31},   {31, 28},
    81. 

  81.     {29, 24},   {24, 27},   {27, 30},   {30, 29},   {28, 31},   {31, 32},   {32, 33},   {33, 28},
    82. 

  82.     {26, 25},   {25, 34},   {34, 35},   {35, 26},   {36, 37},   {37, 38},   {38, 39},   {39, 36},
    83. 

  83.     {33, 32},   {32, 36},   {36, 39},   {39, 33},   {35, 34},   {34, 38},   {38, 37},   {37, 35},
    84. 

  84.     {40, 41},   {41, 42},   {42, 43},   {43, 40},   {44, 45},   {45, 46},   {46, 47},   {47, 44},
    85. 

  85.     {45, 40},   {40, 43},   {43, 46},   {46, 45},   {44, 47},   {47, 48},   {48, 49},   {49, 44},
    86. 

  86.     {42, 41},   {41, 50},   {50, 51},   {51, 42},   {52, 53},   {53, 54},   {54, 55},   {55, 52},
    87. 

  87.     {49, 48},   {48, 52},   {52, 55},   {55, 49},   {51, 50},   {50, 54},   {54, 53},   {53, 51},
    88. 

  88.     {56, 57},   {57, 58},   {58, 59},   {59, 56},   {60, 61},   {61, 62},   {62, 63},   {63, 60},
    89. 

  89.     {61, 56},   {56, 59},   {59, 62},   {62, 61},   {60, 63},   {63, 64},   {64, 65},   {65, 60},
    90. 

  90.     {58, 57},   {57, 66},   {66, 67},   {67, 58},   {68, 69},   {69, 70},   {70, 71},   {71, 68},
    91. 

  91.     {65, 64},   {64, 68},   {68, 71},   {71, 65},   {67, 66},   {66, 70},   {70, 69},   {69, 67},
    92. 

  92.     {72, 73},   {73, 74},   {74, 75},   {75, 72},   {76, 77},   {77, 78},   {78, 79},   {79, 76},
    93. 

  93.     {79, 78},   {78, 73},   {73, 72},   {72, 79},   {76, 80},   {80, 81},   {81, 77},   {77, 76},
    94. 

  94.     {74, 82},   {82, 83},   {83, 75},   {75, 74},   {84, 85},   {85, 86},   {86, 87},   {87, 84},
    95. 

  95.     {80, 85},   {85, 84},   {84, 81},   {81, 80},   {82, 87},   {87, 86},   {86, 83},   {83, 82},
    96. 

  96.     {88, 89},   {89, 90},   {90, 91},   {91, 88},   {92, 93},   {93, 94},   {94, 95},   {95, 92},
    97. 

  97.     {95, 94},   {94, 89},   {89, 88},   {88, 95},   {92, 96},   {96, 97},   {97, 93},   {93, 92},
    98. 

  98.     {90, 98},   {98, 99},   {99, 91},   {91, 90},   {100, 101}, {101, 102}, {102, 103}, {103, 100},
    99. 

  99.     {96, 101},  {101, 100}, {100, 97},  {97, 96},   {98, 103},  {103, 102}, {102, 99},  {99, 98},
    100. 

  100.     {104, 105}, {105, 106}, {106, 107}, {107, 104}, {108, 109}, {109, 110}, {110, 111}, {111, 108},
    101. 

  101.     {111, 110}, {110, 105}, {105, 104}, {104, 111}, {108, 112}, {112, 113}, {113, 109}, {109, 108},
    102. 

  102.     {106, 114}, {114, 115}, {115, 107}, {107, 106}, {116, 117}, {117, 118}, {118, 119}, {119, 116},
    103. 

  103.     {112, 117}, {117, 116}, {116, 113}, {113, 112}, {114, 119}, {119, 118}, {118, 115}, {115, 114},
    104. 

  104.     {120, 121}, {121, 122}, {122, 123}, {123, 120}, {124, 125}, {125, 126}, {126, 127}, {127, 124},
    105. 

  105.     {127, 126}, {126, 121}, {121, 120}, {120, 127}, {124, 128}, {128, 129}, {129, 125}, {125, 124},
    106. 

  106.     {122, 130}, {130, 131}, {131, 123}, {123, 122}, {132, 133}, {133, 134}, {134, 135}, {135, 132},
    107. 

  107.     {128, 133}, {133, 132}, {132, 129}, {129, 128}, {130, 135}, {135, 134}, {134, 131}, {131, 130},
    108. 

  108. };
    109.