public static XMVector IntersectLine(XMVector p, XMVector linePoint1, XMVector linePoint2)
{
XMVector v1 = XMVector3.Dot(p, linePoint1);
XMVector v2 = XMVector3.Dot(p, linePoint2);
XMVector d = XMVector.Subtract(v1, v2);
XMVector vt = XMPlane.DotCoord(p, linePoint1);
vt = XMVector.Divide(vt, d);
XMVector point = XMVector.Subtract(linePoint2, linePoint1);
point = XMVector.MultiplyAdd(point, vt, linePoint1);
XMVector control = XMVector.NearEqual(d, XMGlobalConstants.Zero, XMGlobalConstants.Epsilon);
return(XMVector.Select(point, XMGlobalConstants.QNaN, control));
}
public static XMVector LinePointDistance(XMVector linePoint1, XMVector linePoint2, XMVector point)
{
//// Given a vector PointVector from LinePoint1 to Point and a vector
//// LineVector from LinePoint1 to LinePoint2, the scaled distance
//// PointProjectionScale from LinePoint1 to the perpendicular projection
//// of PointVector onto the line is defined as:
////
//// PointProjectionScale = dot(PointVector, LineVector) / LengthSq(LineVector)
XMVector pointVector = XMVector.Subtract(point, linePoint1);
XMVector lineVector = XMVector.Subtract(linePoint2, linePoint1);
XMVector lengthSq = XMVector3.LengthSquare(lineVector);
XMVector pointProjectionScale = XMVector3.Dot(pointVector, lineVector);
pointProjectionScale = XMVector.Divide(pointProjectionScale, lengthSq);
XMVector distanceVector = XMVector.Multiply(lineVector, pointProjectionScale);
distanceVector = XMVector.Subtract(pointVector, distanceVector);
return(XMVector3.Length(distanceVector));
}
public static XMVector DotNormal(XMVector p, XMVector v)
{
return(XMVector3.Dot(p, v));
}
public static XMVector LengthSquare(XMVector v)
{
return(XMVector3.Dot(v, v));
}
