public static DmtxVector2 operator -(DmtxVector2 v1, DmtxVector2 v2)
{
DmtxVector2 result = new DmtxVector2(v1.X, v1.Y);
result.X -= v2.X;
result.Y -= v2.Y;
return(result);
}
internal bool PointAlongRay2(DmtxRay2 ray, double t)
{
if (Math.Abs(1.0 - ray.V.Mag()) > DmtxConstants.DmtxAlmostZero)
{
throw new ArgumentException("PointAlongRay: The ray's V vector must be a unit vector");
}
DmtxVector2 tmp = new DmtxVector2(ray.V._x * t, ray.V._y * t);
this._x = ray.P._x + tmp._x;
this._y = ray.P._y + tmp._y;
return(true);
}
public static DmtxVector2 operator *(DmtxVector2 vector, DmtxMatrix3 matrix)
{
double w = Math.Abs(vector.X * matrix[0, 2] + vector.Y * matrix[1, 2] + matrix[2, 2]);
if (w <= DmtxConstants.DmtxAlmostZero)
{
throw new ArgumentException("Multiplication of vector and matrix resulted in invalid result");
}
DmtxVector2 result = new DmtxVector2((vector.X * matrix[0, 0] + vector.Y * matrix[1, 0] + matrix[2, 0]) / w,
(vector.X * matrix[0, 1] + vector.Y * matrix[1, 1] + matrix[2, 1]) / w);
return(result);
}
internal static double RightAngleTrueness(DmtxVector2 c0, DmtxVector2 c1, DmtxVector2 c2, double angle)
{
DmtxVector2 vA = (c0 - c1);
DmtxVector2 vB = (c2 - c1);
vA.Norm();
vB.Norm();
DmtxMatrix3 m = DmtxMatrix3.Rotate(angle);
vB *= m;
return(vA.Dot(vB));
}
internal double Cross(DmtxVector2 v2)
{
return(this._x * v2._y - this._y * v2._x);
}
internal double Dot(DmtxVector2 v2)
{
return(Math.Sqrt(_x * v2._x + _y * v2._y));
}
internal double Dot(DmtxVector2 v2)
{
return(Math.Sqrt(this.X * v2.X + this.Y * v2.Y));
}
internal double Cross(DmtxVector2 v2)
{
return(this.X * v2.Y - this.Y * v2.X);
}