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Vector.java
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231 lines (201 loc) · 4.12 KB
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import java.lang.Math;
/** Vector class
* @author Carol Chen
*/
public class Vector {
private double[] vec = new double[3];
/*
Empty Constructor
*/
public Vector () { }
/**
* @param i x val
* @param j y val
* @param k z val
*/
public Vector (double i, double j, double k) {
vec[0] = i;
vec[1] = j;
vec[2] = k;
}
/**
* @return value of x
*/
public double x() {
return vec[0];
}
/**
* @return value of red (0 - 1)
*/
public double r() {
return x();
}
/**
* @return value of y
*/
public double y() {
return vec[1];
}
/**
* @return value of green (0 - 1)
*/
public double g() {
return y();
}
/**
* @return value of z
*/
public double z() {
return vec[2];
}
/**
* @return value of blue (0 - 1)
*/
public double b() {
return z();
}
/**
* @param n index of value to get
* @return return value of the index
*/
public double get(int n) {
return vec[n];
}
/**
* @param n index of value to update
* @param v value to set that index to
*/
public void set(int n, double v) {
vec[n] = v;
}
/**
* @param v Vector to add
* @return returns added vector
*/
public Vector add(Vector v) {
return new Vector(vec[0] + v.x(), vec[1] + v.y(), vec[2] + v.z());
}
/**
* @param v Vector to add
*/
public Vector addEquals(Vector v) {
set(add(v));
return this;
}
/**
* @param v Vector to subtract
* @return returns added vector
*/
public Vector subtract(Vector v) {
return new Vector(vec[0] - v.x(), vec[1] - v.y(), vec[2] - v.z());
}
/**
* @param v Vector to subrtact
*/
public Vector subtractEquals(Vector v) {
set(subtract(v));
return this;
}
/**
* @param v Vector to multiply
* @return returns multiplied vector
*/
public Vector multiply(Vector v) {
return new Vector(vec[0] * v.x(), vec[1] * v.y(), vec[2] * v.z());
}
/**
* @param v Vector to multiply
*/
public Vector multiplyEquals(Vector v) {
set(multiply(v));
return this;
}
/**
* @param t double to multiply
* @return returns multpilied vector
*/
public Vector multiply(double t) {
return new Vector(vec[0] * t, vec[1] * t, vec[2] * t);
}
/**
* @param t double to multiply
*/
public Vector multiplyEquals(double t) {
set(multiply(t));
return this;
}
/**
* @param v vector to divide
* @return returns divided vector
*/
public Vector divide(Vector v) {
return new Vector(vec[0] / v.x(), vec[1] / v.y(), vec[2] / v.z());
}
/**
* @param v vector to divide
*/
public Vector divideEquals(Vector v) {
set(divide(v));
return this;
}
/**
* @param v double to divide
* @return returns divided vector
*/
public Vector divide(double t) {
return new Vector(vec[0] / t, vec[1] / t, vec[2] / t);
}
/**
* @param v double to divide
*/
public Vector divideEquals(double t) {
set(divide(t));
return this;
}
/**
* @param v vector to dot product
* @return returns dot product
*/
public double dot(Vector v) {
return vec[0] * v.x() + vec[1] * v.y() + vec[2] * v.z();
}
/**
* @param v vector to cross product
* @return returns cross product
*/
public Vector cross(Vector v) {
double x = vec[1] * v.z() - vec[2] * v.y();
double y = -(vec[0] * v.z() - vec[2] * v.x());
double z = vec[0] * v.y() - vec[1] * v.x();
return new Vector(x, y, z);
}
/**
* @return length of vector
*/
public double length() {
return Math.sqrt(vec[0] * vec[0] + vec[1] * vec[1] + vec[2] * vec[2]);
}
/**
* @return unit vector of vector
*/
public Vector unitVector() {
double k = 1.0 / length();
return new Vector(vec[0] * k, vec[1] * k, vec[2] * k);
}
/**
Makes the vector into a unit vector
@return the vector
*/
public Vector makeUnitVector() {
set(unitVector());
return this;
}
/**
@param v the vector to update it to
*/
public void set(Vector v) {
vec[0] = v.x();
vec[1] = v.y();
vec[2] = v.z();
}
}