Mercurial > hg > old > magoroku_racing
annotate col.cc @ 126:030394675d8e
succes compile
author | e085768 |
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date | Thu, 30 Jun 2011 21:48:38 +0900 |
parents | 6ef3b0efdeaf |
children | d9e3137e70a0 |
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0 | 1 #include <stdio.h> |
91 | 2 #include"libps2.h" |
3 #include"ps2util.h" | |
0 | 4 #include"col.h" |
5 #include"mytype.h" | |
91 | 6 #include <stdbool.h> |
7 #include <string.h> | |
0 | 8 |
39 | 9 extern FILE *main_fp; |
10 | |
20 | 11 /** |
88 | 12 * v0, v1が描く三角形と点pの内外判定(approx detection) |
13 * 点pはv0, v1が描く面のどこかに位置している。 | |
14 * pが面の三角形の外側にあるときTRUEを戻し、 | |
15 * そうでなければFALSEを戻す。境界は含む。 | |
0 | 16 */ |
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17 |
91 | 18 |
19 bool | |
20 col_detect_approx(FVECTOR p, FVECTOR v0, FVECTOR v1){ | |
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21 |
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22 float v_r1, v_r2, r1_r2, r1_r1, r2_r2; |
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23 float a, b, r; |
0 | 24 |
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25 v_r1 = ps2_vu0_inner_product( p, v0 ); |
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26 v_r2 = ps2_vu0_inner_product( p, v1 ); |
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27 r1_r2 = ps2_vu0_inner_product( v0, v1 ); |
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28 r1_r1 = ps2_vu0_inner_product( v0, v0 ); |
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29 r2_r2 = ps2_vu0_inner_product( v1, v1 ); |
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31 a = (v_r1 * r2_r2 - v_r2 * r1_r2); |
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32 b = (v_r2 * r1_r1 - v_r1 * r1_r2); |
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33 r = (r1_r1 * r2_r2 - r1_r2 * r1_r2); |
0 | 34 |
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35 return (a>=0 && b>=0 && a+b-r<=0) ? true : false; |
0 | 36 } |
91 | 37 |
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38 |
0 | 39 |
40 /** | |
88 | 41 * 垂心oの算出. 点pからv0, v1が描く面へ垂線を引いたときの交点oを |
42 * 垂心(orthocenter)と呼ぶ。 | |
0 | 43 */ |
91 | 44 //なんか一回も使われていないらしいので消す、はずだった |
45 static void | |
46 col_orthocenter(FVECTOR o, FVECTOR p, FVECTOR p0, FVECTOR normal) | |
47 { | |
48 | |
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49 FVECTOR o0, d; |
0 | 50 |
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51 ps2_vu0_sub_vector(o0, p, p0); |
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52 o0[W_AXIS] = 0; |
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53 ps2_vu0_scale_vector( |
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54 d, normal, ps2_vu0_inner_product(o0, normal)); |
0 | 55 |
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56 o[X_AXIS] = p[X_AXIS] - d[X_AXIS]; |
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57 o[Y_AXIS] = p[Y_AXIS] - d[Y_AXIS]; |
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58 o[Z_AXIS] = p[Z_AXIS] - d[Z_AXIS]; |
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59 o[W_AXIS] = 1; |
91 | 60 } |
0 | 61 |
62 /** | |
88 | 63 * 点pと面との衝突(点pとdetection face面との垂心oがdetection face領域の |
64 * 中にあるかを)判定衝突時(oがdetection face領域の外)はFALSEを戻し、そう | |
65 * でなければTRUE、 垂心(orthocenter)、垂心のある面の法線(normal | |
66 * vector)を戻す. | |
0 | 67 */ |
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68 |
91 | 69 |
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70 bool |
91 | 71 col_detect(ColFaceHd* hd, FVECTOR pose, FVECTOR p) |
0 | 72 { |
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73 FVECTOR o, o0; |
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74 int i; |
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75 ColFacePtr col_face=hd->colface; |
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76 for (i=0; i<hd->facenum; i++) { |
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77 |
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78 // * 垂心oを求める |
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79 col_orthocenter(o, p, col_face[i].p0, col_face[i].normal); |
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80 |
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81 // * detection face上のある点p0から垂心oへのベクトルo0を求める |
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82 ps2_vu0_sub_vector(o0, o, col_face[i].p0); |
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83 |
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84 // * ベクトルv0, v1の描く三角形とo0とで内外判定(range approx detection)を行う |
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85 if (col_detect_approx(o0, col_face[i].v0, col_face[i].v1)==true) { |
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86 goto NOCOLLISION; |
0 | 87 } |
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88 } |
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89 return false; |
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90 NOCOLLISION: |
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91 ps2_vu0_copy_vector(p, o); |
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92 ps2_vu0_copy_vector(pose, col_face[i].normal); |
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93 return true; |
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94 |
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95 return false; |
0 | 96 } |
91 | 97 |
0 | 98 |
99 /* | |
88 | 100 * detection face作成 |
126 | 101 * Collision XML から Polygon を読み込んで、 |
102 * Normal Vector(Polygon に直交した Vector) を生成する。 | |
103 * face の中に、既に Normal Vector が計算されているので、 | |
104 * それを利用してもよい。 | |
0 | 105 */ |
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106 |
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107 |
0 | 108 void |
126 | 109 col_init(ColFaceHd* hd, OBJECT* face) |
0 | 110 { |
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111 int i; |
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112 FVECTOR p1, p2; |
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113 ColFacePtr colface; |
0 | 114 |
126 | 115 malloc_align16(&hd->free_addr, &colface, sizeof(ColFace)*face->pp_num); |
0 | 116 |
126 | 117 hd->facenum = face->pp_num; |
118 | |
124 | 119 for (i=0; i < hd->facenum; i++) { |
126 | 120 memcpy(colface[i].p0, &face->pp->tri[i].ver1, sizeof(FVECTOR)); |
121 memcpy(p1, &face->pp->tri[i].ver3, sizeof(FVECTOR)); | |
122 memcpy(p2, &face->pp->tri[i].ver2, sizeof(FVECTOR)); | |
123 | |
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124 ps2_vu0_sub_vector(colface[i].v0, p1, colface[i].p0); |
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125 ps2_vu0_sub_vector(colface[i].v1, p2, colface[i].p0); |
0 | 126 |
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127 ps2_vu0_outer_product(colface[i].normal, colface[i].v0, colface[i].v1); |
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128 ps2_vu0_normalize(colface[i].normal, colface[i].normal); |
0 | 129 |
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130 if (colface[i].normal[1] > 0) { |
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131 colface[i].normal[0] = -colface[i].normal[0]; |
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132 colface[i].normal[1] = -colface[i].normal[1]; |
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133 colface[i].normal[2] = -colface[i].normal[2]; |
0 | 134 } |
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135 } |
0 | 136 |
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137 hd->colface = colface; |
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138 |
0 | 139 } |