void
plane::
extendBy ( const box3& box )
{
if ( !box.isEmpty() )
{
vec3 a ( math::vec3::NoInit );
vec3 b ( math::vec3::NoInit );
box.get ( a, b );
extendBy ( a );
extendBy ( b );
}
}
//! Intersect with an axis aligned box, returning true if there is an intersection.
bool intersect(const box3<Type>& b) const
{
// Arvo's algorithm.
Type d = 0;
//find the square of the distance from the sphere to the box
for (unsigned int i = 0; i < 3; i++) {
if (m_center[i] < b.getMin()[i]) {
Type s = m_center[i] - b.getMin()[i];
d += s * s;
} else if (m_center[i] > b.getMax()[i]) {
Type s = m_center[i] - b.getMax()[i];
d += s * s;
}
}
return d <= m_radius * m_radius;
}
//collision move elipsoid with box
bool kgmCollision::collision(vec3& start, vec3& end, float rx, float ry, float rz,
box3& b, mtx4& btr)
{
int i = 0;
vec3 box_points[8];
vec3 box_sides[6][4];
b.points(box_points);
for(i = 0; i < 8; i++)
box_points[i] = btr * box_points[i];
box_sides[0][0] = box_points[0];
box_sides[0][1] = box_points[1];
box_sides[0][2] = box_points[5];
box_sides[0][3] = box_points[4];
box_sides[1][0] = box_points[1];
box_sides[1][1] = box_points[3];
box_sides[1][2] = box_points[7];
box_sides[1][3] = box_points[5];
box_sides[2][0] = box_points[3];
box_sides[2][1] = box_points[2];
box_sides[2][2] = box_points[6];
box_sides[2][3] = box_points[7];
box_sides[3][0] = box_points[2];
box_sides[3][1] = box_points[0];
box_sides[3][2] = box_points[4];
box_sides[3][3] = box_points[6];
box_sides[4][0] = box_points[0];
box_sides[4][1] = box_points[2];
box_sides[4][2] = box_points[3];
box_sides[4][3] = box_points[1];
box_sides[5][0] = box_points[4];
box_sides[5][1] = box_points[5];
box_sides[5][2] = box_points[7];
box_sides[5][3] = box_points[6];
float dist = -1.0f;
vec3 ptins;
m_collision = false;
for(i = 0; i < 6; i++)
{
plane pln(box_sides[i][0], box_sides[i][1], box_sides[i][2]);
float edist = pln.distance(end);
if(collision(start, end, rx, ry, rz, box_sides[i], 4))
{
ptins = m_point;
m_collision = true;
if(edist > 0.0f)
break;
}
}
return m_collision;
}
void extendBy(const box3<Type>& bb)
{
if (bb.isEmpty())
return;
if (box3<Type>::isEmpty()) {
*this = bb;
m_matrix.makeIdentity();
m_invertedMatrix.makeIdentity();
return;
}
}
bool kgmCollision::ob_collision(box3& s_box, vec3& s_start, vec3& s_end, box3& d_box,
vec3& d_start, vec3& d_end)
{
vec3 s_dir = s_end - s_start;
vec3 d_dir = d_end - d_start;
vec3 s_nor = s_dir.normal();
vec3 d_nor = d_dir.normal();
//mtx4 s_rot;
//mtx4 d_rot;
f32 s_len = s_dir.length();
f32 d_len = d_dir.length();
vec3 s_pos = s_start + s_nor * s_len * 0.5;
vec3 d_pos = d_start + d_nor * d_len * 0.5;
vec3 s_dim = s_box.dimension();
vec3 d_dim = d_box.dimension();
s_dim.x += s_len;
d_dim.x += d_len;
//s_rot.rotate(0, s_nor);
//d_rot.rotate(0, d_nor);
if(s_nor.length() == 0.0)
s_nor = vec3(1, 0, 0);
if(d_nor.length() == 0.0)
d_nor = vec3(1, 0, 0);
kgmOBox3d<f32> s_obox(s_pos, s_nor, s_dim);
kgmOBox3d<f32> d_obox(d_pos, d_nor, d_dim);
if(s_obox.intersect(d_obox) && d_obox.intersect(s_obox))
return true;
return false;
}
void
sphere::
extendBy ( const box3& box )
{
PNIMATHUNTESTED;
if ( !box.isEmpty() )
{
sphere tmpsphere;
tmpsphere.extendBy ( box.minPos );
tmpsphere.extendBy ( box.maxPos );
extendBy ( tmpsphere );
}
}
//! Make the sphere containing a given box
void circumscribe(const box3<Type>& box)
{
m_center = box.getCenter();
m_radius = (box.getMax() - m_center).length();
}
