Пример #1
0
bool FloorFace::intersectRay(const Math::Ray &ray, Math::Vector3d &intersection) const {
	// Compute the triangle plane normal
	Math::Vector3d n = Math::Vector3d::crossProduct(_vertices[1] - _vertices[0],  _vertices[2] - _vertices[0]);
	if (n == Math::Vector3d()) {
		return false; // We don't handle degenerate triangles
	}

	// Point on triangle plane: dot(P - _vertices[0], n) = 0
	// Point on ray: P = origin + r * direction
	// Point on both => r = - dot(n, origin - _vertices[0]) / dot(n, direction)

	float num = -Math::Vector3d::dotProduct(n, ray.origin() - _vertices[0]);
	float denom = Math::Vector3d::dotProduct(n, ray.direction());

	if (fabs(denom) < 0.00001) {
		// The ray is parallel to the plane
		return false;
	}

	float r = num / denom;
	if (r < 0.0) {
		// The ray goes away from the triangle
		return false;
	}

	// Compute the intersection point between the triangle plane and the ray
	intersection = ray.origin() + r * ray.direction();

	// Check the intersection point is inside the triangle
	return isPointInside(intersection);
}
Пример #2
0
float FloorFace::distanceToRay(const Math::Ray &ray) const {
	Math::Vector3d center = getCenter();
	return Math::Vector3d::crossProduct(ray.direction(), center - ray.origin()).getMagnitude();
}