Package org.jzy3d.maths

Class Vector3d

java.lang.Object

org.jzy3d.maths.Vector3d

public class Vector3d
extends Object

Storage for a 3 dimensional vector defined by two points. Provide the vector function that returns the vector as a Coord3d, as well as dot product and norm.

Author:

Martin Pernollet

Constructor Summary

Constructors

Constructor	Description
Vector3d(double x2, double y2, double z2)
Vector3d(float x2, float y2, float z2)
Vector3d(float x1, float y1, float z1, float x2, float y2, float z2)	Create a vector, described by two points.
Vector3d(Coord3d p2)
Vector3d(Coord3d p1, Coord3d p2)	Create a vector, described by two coordinates.

Method Summary

Modifier and Type	Method	Description
Coord3d	coord1()
Coord3d	coord2()
Coord3d[]	coords()
Coord3d	cross(Vector3d v)	Computes the vectorial product of the current and the given vector.
double	distance(Coord3d c)	Compute the distance between two coordinates.
float	dot(Vector3d v)	Compute the dot product (a.k.a scalar product) between the current and given vector.
Coord3d	getCenter()	Return the central point of this segment.
float	norm()	Compute the norm of this vector.
Coord3d	vector()	Return the vector induced by this set of coordinates.

Methods inherited from class java.lang.Object

clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait

Constructor Details

Vector3d

public Vector3d(float x1,
 float y1,
 float z1,
 float x2,
 float y2,
 float z2)

Create a vector, described by two points.

Vector3d

public Vector3d(float x2,
 float y2,
 float z2)

Vector3d

public Vector3d(double x2,
 double y2,
 double z2)

Vector3d

public Vector3d(Coord3d p1,
 Coord3d p2)

Create a vector, described by two coordinates.

Vector3d

public Vector3d(Coord3d p2)

Method Details

coord2

public Coord3d coord2()

coord1

public Coord3d coord1()

coords

public Coord3d[] coords()

vector

public Coord3d vector()

Return the vector induced by this set of coordinates.

dot

public float dot(Vector3d v)

Compute the dot product (a.k.a scalar product) between the current and given vector. Remind that the dot product is 0 if vectors are perpendicular

Parameters:

v - input vector

Returns:

the dot product

cross

public Coord3d cross(Vector3d v)

Computes the vectorial product of the current and the given vector. The result is a vector defined as a Coord3d, that is perpendicular to the plan induced by current vector and vector V.

norm

public float norm()

Compute the norm of this vector.

Returns:

the norm

distance

public double distance(Coord3d c)

Compute the distance between two coordinates.

getCenter

public Coord3d getCenter()

Return the central point of this segment.