CrossProduct Method—ArcGIS Pro

Constructs the cross product of this Coordinate3D and another Coordinate3D. Vector cross product is used.

Syntax

C#
Visual Basic (Declaration)

public Coordinate3D CrossProduct( 
   Coordinate3D other
)

Public Function CrossProduct( _
   ByVal other As Coordinate3D _
) As Coordinate3D

Parameters

other: The input Coordinate3D to use in the cross product.

Return Value

A Coordinate3D representing the cross product of this Coordinate3D and the input Coordinate3D.

Remarks

Assume that the magnitude of this Coordinate3D > 0 and the magnitude of the input Coordinate3D > 0. Then the following statements are true:

If the cross product equals the Coordinate3D with magnitude = 0, then this Coordinate3D and the input Coordinate3D are parallel.

If the cross product equals a Coordinate3D with magnitude > 0, then the cross product is orthogonal to both this Coordinate3D and the input Coordinate3D.

Example

// Easy 3D vectors
Coordinate3D v = new Coordinate3D(0, 1, 0);
// v.Magnitude = 1

Coordinate3D other = new Coordinate3D(-1, 0, 0);
// other.Magnitude = -1

double dotProduct = v.DotProduct(other);      // dotProduct = 0

Coordinate3D crossProduct = v.CrossProduct(other);
// crossProduct.X = 0
// crossProduct.Y = 0
// crossProduct.Z = 1

Coordinate3D addVector = v.AddCoordinate3D(other);
// addVector.X = -1
// addVector.Y = 1
// addVector.Z = 0

// Rotate around x-axis
Coordinate3D w = v;
w.Rotate(Math.PI, other);
// w.X = 0
// w.Y = -1
// w.Z = 0

w.Scale(0.5);
// w.X = 0
// w.Y = -0.5
// w.Z = 0

w.Scale(-4);
// w.X = 0
// ww.Y = 2
// w.Z = 0
// w.Magnitude = 2

w.Move(3, 2, 0);
// w.X = 3
// w.Y = 4
// w.Z = 0
// w.Magnitude = 5

Requirements

Target Platforms: Windows 10, Windows 8.1

Reference

Coordinate3D Structure
Coordinate3D Members