Ejemplo n.º 1
0
/*!
 * \ingroup matrix
 */
void
lib3ds_matrix_camera(Lib3dsMatrix matrix, Lib3dsVector pos,
  Lib3dsVector tgt, Lib3dsFloat roll)
{
  Lib3dsMatrix M,R;
  Lib3dsVector x, y, z;

  lib3ds_vector_sub(y, tgt, pos);
  lib3ds_vector_normalize(y);
  
  z[0] = 0;
  z[1] = 0;
  z[2] = 1.0;
  
  lib3ds_vector_cross(x, y, z);
  lib3ds_vector_cross(z, x, y);
  lib3ds_vector_normalize(x);
  lib3ds_vector_normalize(y);

  lib3ds_matrix_identity(M);
  M[0][0] = x[0];
  M[1][0] = x[1];
  M[2][0] = x[2];
  M[0][1] = y[0];
  M[1][1] = y[1];
  M[2][1] = y[2];
  M[0][2] = z[0];
  M[1][2] = z[1];
  M[2][2] = z[2];

  lib3ds_matrix_identity(R);
  lib3ds_matrix_rotate_y(R, roll);
  lib3ds_matrix_mul(matrix, R,M);
  lib3ds_matrix_translate_xyz(matrix, -pos[0],-pos[1],-pos[2]);
}
Ejemplo n.º 2
0
/*!
 * Compute a vector normal to two line segments.
 *
 * Computes the normal vector to the lines b-a and b-c.
 *
 * \param n Returned normal vector.
 * \param a Endpoint of first line.
 * \param b Base point of both lines.
 * \param c Endpoint of second line.
 */
void
lib3ds_vector_normal(float n[3], float a[3], float b[3], float c[3]) {
    float p[3], q[3];

    lib3ds_vector_sub(p, c, b);
    lib3ds_vector_sub(q, a, b);
    lib3ds_vector_cross(n, p, q);
    lib3ds_vector_normalize(n);
}
Ejemplo n.º 3
0
/*!
 * Compute a vector normal to two line segments.
 *
 * Computes the normal vector to the lines b-a and b-c.
 *
 * \param n Returned normal vector.
 * \param a Endpoint of first line.
 * \param b Base point of both lines.
 * \param c Endpoint of second line.
 *
 * \ingroup vector
 */
void
lib3ds_vector_normal(Lib3dsVector n, Lib3dsVector a, Lib3dsVector b, Lib3dsVector c)
{
  Lib3dsVector p,q;

  lib3ds_vector_sub(p,c,b);
  lib3ds_vector_sub(q,a,b);
  lib3ds_vector_cross(n,p,q);
  lib3ds_vector_normalize(n);
}
Ejemplo n.º 4
0
/*!
 * Compute a camera matrix based on position, target and roll.
 *
 * Generates a translate/rotate matrix that maps world coordinates
 * to camera coordinates.  Resulting matrix does not include perspective
 * transform.
 *
 * \param matrix Destination matrix.
 * \param pos Camera position
 * \param tgt Camera target
 * \param roll Roll angle
 *
 * \ingroup matrix
 */
void
lib3ds_matrix_camera(Lib3dsMatrix matrix, Lib3dsVector pos,
  Lib3dsVector tgt, Lib3dsFloat roll)
{
  Lib3dsMatrix M;
  Lib3dsVector x, y, z;

  lib3ds_vector_sub(y, tgt, pos);
  lib3ds_vector_normalize(y);

  if (y[0] != 0. || y[1] != 0) {
    z[0] = 0;
    z[1] = 0;
    z[2] = 1.0;
  }
  else {	/* Special case:  looking straight up or down z axis */
    z[0] = -1.0;
    z[1] = 0;
    z[2] = 0;
  }

  lib3ds_vector_cross(x, y, z);
  lib3ds_vector_cross(z, x, y);
  lib3ds_vector_normalize(x);
  lib3ds_vector_normalize(z);

  lib3ds_matrix_identity(M);
  M[0][0] = x[0];
  M[1][0] = x[1];
  M[2][0] = x[2];
  M[0][1] = y[0];
  M[1][1] = y[1];
  M[2][1] = y[2];
  M[0][2] = z[0];
  M[1][2] = z[1];
  M[2][2] = z[2];

  lib3ds_matrix_identity(matrix);
  lib3ds_matrix_rotate_y(matrix, roll);
  lib3ds_matrix_mult(matrix, M);
  lib3ds_matrix_translate_xyz(matrix, -pos[0],-pos[1],-pos[2]);
}
Ejemplo n.º 5
0
/*!
 * Compute a camera matrix based on position, target and roll.
 *
 * Generates a translate/rotate matrix that maps world coordinates
 * to camera coordinates.  Resulting matrix does not include perspective
 * transform.
 *
 * \param matrix Destination matrix.
 * \param pos Camera position
 * \param tgt Camera target
 * \param roll Roll angle
 */
void
lib3ds_matrix_camera(float matrix[4][4], float pos[3], float tgt[3], float roll) {
    float M[4][4];
    float x[3], y[3], z[3];

    lib3ds_vector_sub(y, tgt, pos);
    lib3ds_vector_normalize(y);

    if (y[0] != 0. || y[1] != 0) {
        z[0] = 0;
        z[1] = 0;
        z[2] = 1.0;
    } else { /* Special case:  looking straight up or down z axis */
        z[0] = -1.0;
        z[1] = 0;
        z[2] = 0;
    }

    lib3ds_vector_cross(x, y, z);
    lib3ds_vector_cross(z, x, y);
    lib3ds_vector_normalize(x);
    lib3ds_vector_normalize(z);

    lib3ds_matrix_identity(M);
    M[0][0] = x[0];
    M[1][0] = x[1];
    M[2][0] = x[2];
    M[0][1] = y[0];
    M[1][1] = y[1];
    M[2][1] = y[2];
    M[0][2] = z[0];
    M[1][2] = z[1];
    M[2][2] = z[2];

    lib3ds_matrix_identity(matrix);
    lib3ds_matrix_rotate(matrix, roll, 0, 1, 0);
    lib3ds_matrix_mult(matrix, matrix, M);
    lib3ds_matrix_translate(matrix, -pos[0], -pos[1], -pos[2]);
}
Ejemplo n.º 6
0
/*!
 * Calculates the vertex normals corresponding to the smoothing group
 * settings for each face of a mesh.
 *
 * \param mesh      A pointer to the mesh to calculate the normals for.
 * \param normals   A pointer to a buffer to store the calculated
 *                  normals. The buffer must have the size:
 *                  3*3*sizeof(float)*mesh->nfaces.
 *
 * To allocate the normal buffer do for example the following:
 * \code
 *  Lib3dsVector *normals = malloc(3*3*sizeof(float)*mesh->nfaces);
 * \endcode
 *
 * To access the normal of the i-th vertex of the j-th face do the
 * following:
 * \code
 *   normals[3*j+i]
 * \endcode
 */
void
lib3ds_mesh_calculate_vertex_normals(Lib3dsMesh *mesh, float (*normals)[3]) {
    Lib3dsFaces **fl;
    Lib3dsFaces *fa;
    int i, j;

    if (!mesh->nfaces) {
        return;
    }

    fl = (Lib3dsFaces**)calloc(sizeof(Lib3dsFaces*), mesh->nvertices);
    fa = (Lib3dsFaces*)malloc(sizeof(Lib3dsFaces) * 3 * mesh->nfaces);

    for (i = 0; i < mesh->nfaces; ++i) {
        for (j = 0; j < 3; ++j) {
            Lib3dsFaces* l = &fa[3*i+j];
            float p[3], q[3], n[3];
            float len, weight;

            l->index = i;
            l->next = fl[mesh->faces[i].index[j]];
            fl[mesh->faces[i].index[j]] = l;

            lib3ds_vector_sub(p, mesh->vertices[mesh->faces[i].index[j<2? j + 1 : 0]], mesh->vertices[mesh->faces[i].index[j]]);
            lib3ds_vector_sub(q, mesh->vertices[mesh->faces[i].index[j>0? j - 1 : 2]], mesh->vertices[mesh->faces[i].index[j]]);
            lib3ds_vector_cross(n, p, q);
            len = lib3ds_vector_length(n);
            if (len > 0) {
                weight = (float)atan2(len, lib3ds_vector_dot(p, q));
                lib3ds_vector_scalar_mul(l->normal, n, weight / len);
            } else {
                lib3ds_vector_zero(l->normal);
            }
        }
    }

    for (i = 0; i < mesh->nfaces; ++i) {
        Lib3dsFace *f = &mesh->faces[i];
        for (j = 0; j < 3; ++j) {
            float n[3];
            Lib3dsFaces *p;
            Lib3dsFace *pf;

            assert(mesh->faces[i].index[j] < mesh->nvertices);

            if (f->smoothing_group) {
                unsigned smoothing_group = f->smoothing_group;

                lib3ds_vector_zero(n);
                for (p = fl[mesh->faces[i].index[j]]; p; p = p->next) {
                    pf = &mesh->faces[p->index];
                    if (pf->smoothing_group & f->smoothing_group)
                        smoothing_group |= pf->smoothing_group;
                }

                for (p = fl[mesh->faces[i].index[j]]; p; p = p->next) {
                    pf = &mesh->faces[p->index];
                    if (smoothing_group & pf->smoothing_group) {
                        lib3ds_vector_add(n, n, p->normal);
                    }
                }
            } else {
                lib3ds_vector_copy(n, fa[3*i+j].normal);
            }

            lib3ds_vector_normalize(n);
            lib3ds_vector_copy(normals[3*i+j], n);
        }
    }

    free(fa);
    free(fl);
}