我正在尝试在Opengl中构建游戏。在我开始制作更好的运动机制之前,我想让碰撞工作。我有立方体碰撞工作,我有球体碰撞工作,但不能弄清楚立方体 - 球体碰撞。因为我想要它在3d中我有枢轴在对象的中心。有人有什么建议吗?
编辑:这是我目前的代码:
bool SphereRectCollision( Sphere& sphere, Rectangle& rect)
{
//Closest point on collision box
float cX, cY;
//Find closest x offset
if( sphere.getCenterX() < rect.GetCenterX())//checks if the center of the circle is to the left of the rectangle
cX = rect.GetCenterX();
else if( sphere.getCenterX() > rect.GetCenterX() + rect.GetWidth()) //checks if the center of the circle is to the right of the rectangle
cX = rect.GetCenterX() + rect.GetWidth();
else //the circle is inside the rectagle
cX = sphere.getCenterX();
//Find closest y offset
if( sphere.getCenterY() > rect.GetCenterY() + rect.GetHeight() )
cY = rect.GetCenterY();
else if( sphere.getCenterY() < rect.GetCenterY() - rect.GetHeight() )
cY = rect.GetCenterY() + rect.GetHeight();
else
cY = sphere.getCenterY();
//If the closest point is inside the circle
if( distanceSquared( sphere.getCenterX(), sphere.getCenterY(), cX, cY ) < sphere.getRadius() * sphere.getRadius() )
{
//This box and the circle have collided
return false;
}
//If the shapes have not collided
return true;
}
float distanceSquared( float x1, float y1, float x2, float y2 )
{
float deltaX = x2 - x1;
float deltaY = y2 - y1;
return deltaX*deltaX + deltaY*deltaY;
}
答案 0 :(得分:2)
我找到了解决方案。我有正确的想法,但不知道如何执行它:
bool SphereRectCollision( Sphere& sphere, Rectangle& rect)
{
float sphereXDistance = abs(sphere.X - rect.X);
float sphereYDistance = abs(sphere.Y - rect.Y);
float sphereZDistance = abs(sphere.Z - rect.Z);
if (sphereXDistance >= (rect.Width + sphere.Radius)) { return false; }
if (sphereYDistance >= (rect.Height + sphere.Radius)) { return false; }
if (sphereZDistance >= (rect.Depth + sphere.Radius)) { return false; }
if (sphereXDistance < (rect.Width)) { return true; }
if (sphereYDistance < (rect.Height)) { return true; }
if (sphereZDistance < (rect.GetDepth)) { return true; }
float cornerDistance_sq = ((sphereXDistance - rect.Width) * (sphereXDistance - rect.Width)) +
((sphereYDistance - rect.Height) * (sphereYDistance - rect.Height) +
((sphereYDistance - rect.Depth) * (sphereYDistance - rect.Depth)));
return (cornerDistance_sq < (sphere.Radius * sphere.Radius));
}