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z1}NAxAQU(A*}u^H8D;wF_BS3DIbHigZ_s20GyV74-=OnZG>yyDPrIl2YP^quFGW@Ef2jBfE^-n{>gSWY97Qx?+p>AhI^?0l zXtSndmOD|@QT`6MBO6p2lPN7MEmPBnUuVZPn{cGHJyR`!QRb0c?kGGLL38 diff --git a/src/graphics/buffers.c b/src/graphics/buffers.c index 663e6ed..f9aa19c 100644 --- a/src/graphics/buffers.c +++ b/src/graphics/buffers.c @@ -331,11 +331,13 @@ static void diagonal_test(int x, int y, int z, } -static void draw_a_central_star(GLuint *lines_origin, int n) +static int draw_a_central_star(GLuint *lines_origin, int n) { + printf("(%d) ",n); draw_line (lines_origin, n + 0, n + 1); draw_line (lines_origin, n + 2, n + 3); draw_line (lines_origin, n + 4, n + 5); + return n; } @@ -400,7 +402,7 @@ static void draw_EW_ZA_SN_in_a_cubic_space(GLuint *lines_origin, int n, int side draw_a_central_star (lines_origin, n + (s - z) * 6); // N } -static void draw_a_central_central_star(GLuint *lines_origin, int n, int side_size) +static int draw_a_central_central_star(GLuint *lines_origin, int n, int side_size) { /* DANS UN CUBE DE COTE 3 LE CENTRE EST À 3 x 3 x 3 = 27 / 2 = 13,5 >> 13 * 6 * DANS UN CUBE DE COTE 5 LE CENTRE EST À 5 x 5 x 5 = 125 / 2 = 62,5 >> 62 * 6 @@ -409,8 +411,8 @@ static void draw_a_central_central_star(GLuint *lines_origin, int n, int side_si * JE CHOISIS DES CUBES AYANT DES COTÉS IMPAIRS POUR QU'IL Y AIT UNE CASE CENTRALE */ int s = side_size * side_size * side_size / 2; - - draw_a_central_star(lines_origin, n + s * 6); + printf("draw_a_central_central_star > "); + return draw_a_central_star(lines_origin, n + s * 6); } static float radius(int x, int y, int z, int space_X, int space_Y, int space_Z){ @@ -421,14 +423,19 @@ static float radius(int x, int y, int z, int space_X, int space_Y, int space_Z){ return r; } +// (1,2,2) (2,1,2) (2,2,1) (2,2,2) (2,2,3) (2,3,2) (3,2,2) + #define D 0 -static void draw_central_stars_in_neighbooring_cubes(GLuint *lines_origin, +static int draw_central_stars_in_neighbooring_cubes(GLuint *lines_origin, int space_X, int space_Y, int space_Z, int step_x, int step_y) { - - float r = 0.0f, limit = 1.1f; + float r = 0.0f, limit = 1.0f; int nb_in_neighborhood = 0; int s = space_X * space_Y * space_Z / 2; + + printf("buffers : with limit = %3.1f space units, neighborhood size = %d/%d ",\ + limit, nb_in_neighborhood, s * 2 + 1); + // int z = space_Z; // int y = z * space_Z; // int x = y * space_Y; @@ -440,7 +447,7 @@ static void draw_central_stars_in_neighbooring_cubes(GLuint *lines_origin, r = radius(i, j, k, space_X, space_Y, space_Z); if (r < limit){ // 2.5f if (D) printf("%6.3f (%d,%d,%d) ", r, i, j, k); - draw_a_central_star(lines_origin, s + (i * step_x + j * step_y + k) * 6 + 10); + return draw_a_central_star(lines_origin, s + (i * 64 + (j + 1) * 8 + (k + 1)) * 6 - 1); /* printf("buffers : (444) n = %d i * step_x + j * step_y + k = %d 125 / 2 = %d\n",\ s + (i * step_x + j * step_y + k) * 6 + 10, i * step_x + j * step_y + k, 125/2); */ @@ -451,8 +458,7 @@ static void draw_central_stars_in_neighbooring_cubes(GLuint *lines_origin, } if (D) printf("\n "); } - printf("buffers : neighborhood size = %d/%d with limit = %3.1f space units ",\ - nb_in_neighborhood, s * 2 + 1, limit); + return 0; } // I'm standing on Earth (any planet or star or spinning spheroid, in fact) @@ -488,13 +494,14 @@ bool compute_space(int space_X, int space_Y, int space_Z, for (int i = 0; i < space_X * space_Y * space_Z; i ++) draw_a_central_star (lines_origin, s + i * 6); int CUBE = 0, side_size = 0; if ((space_X == space_Y) && (space_X == space_Z)) CUBE = 1; + int ad_hoc = 0; if (CUBE) side_size = space_X; /* IF IT IS A CUBE, space_x = space_y = space_z */ - if (1) draw_central_stars_in_neighbooring_cubes(lines_origin, space_X, space_Y, space_Z, step_x, step_y); - if (0 && CUBE) draw_a_central_central_star (lines_origin, s, side_size); + if (1) ad_hoc = draw_central_stars_in_neighbooring_cubes(lines_origin, space_X, space_Y, space_Z, step_x, step_y); + if (CUBE) draw_a_central_central_star (lines_origin, s, side_size); if (0 && CUBE) draw_EW_ZA_SN_in_a_cubic_space (lines_origin, s, side_size); if (0 && CUBE) draw_3_x_4_around_6_poles (lines_origin, s, side_size); - printf("space (%d x %d x %d) steps [ %d | %d | %d ]",\ - space_X, space_Y, space_Z, (space_Z + 1) * (space_Y + 1), space_Z + 1, 1); + printf("DELTA = %d - %d = %d\nspace (%d x %d x %d) steps [ %d | %d | %d ]",\ + s + side_size * 6, ad_hoc, s + side_size * 6 - ad_hoc, space_X, space_Y, space_Z, (space_Z + 1) * (space_Y + 1), space_Z + 1, 1); if (pref_test_diagonal) diagonal_test (space_X, space_Y, space_Z, step_x, step_y, step_z, lines_origin); printf(" >>> prochain objectif : dessiner un voisinage de Moore 3D sphérique.\n"); return 0; diff --git a/src/graphics/graphics.c b/src/graphics/graphics.c index 9b808cd..a3ce777 100644 --- a/src/graphics/graphics.c +++ b/src/graphics/graphics.c @@ -550,9 +550,9 @@ GLuint arrows[] = { static void get_model_data_and_user_preferences(){ - space_X = 5; // 0 < space_X assert TODO - space_Y = 5; // 0 < space_Y assert TODO - space_Z = 5; // 0 < space_Z assert TODO + space_X = 7; // 0 < space_X assert TODO + space_Y = 7; // 0 < space_Y assert TODO + space_Z = 7; // 0 < space_Z assert TODO cubes_nb = space_X * space_Y * space_Z; pref_show_grid = 0; // 0, 1, 2, 3, 5, 6, 10, 15, 30, etc. // xyz, 0, x, y, z, xy, xz, yz, xyz (repeat) @@ -659,11 +659,10 @@ static void compute_buffers_sizes(int space_X, int space_Y, int space_Z, if (pref_show_grid > 0) buffer_lines_size += 12 * 2; // space ridges // sinon, les arêtes de l'espace sont tracées par les grilles - if (pref_test_diagonal) buffer_lines_size += 2; // la diagonale test [0 - max] + buffer_lines_size += 6 * pref_central_stars_nb + 6; // test central stars - buffer_lines_size += 6 * pref_central_stars_nb; // test central stars - - buffer_lines_size -= 2; // == TESTS LINES BUFFER SIZE ON THE DIAGONAL +// if (pref_test_diagonal) buffer_lines_size += 2; +// TESTS LINES BUFFER SIZE ON THE DIAGONAL [0 - max] if (0) printf("allocated buffers sizes :%4d/3 = %3d vertices, %4d/3 = %3d colors,\ %4d/2 = %3d lines, %4d/3 = %3d plans.\n",