diff options
Diffstat (limited to 'src/org/cyanogenmod/audiofx/widget/Complex.java')
-rw-r--r-- | src/org/cyanogenmod/audiofx/widget/Complex.java | 94 |
1 files changed, 94 insertions, 0 deletions
diff --git a/src/org/cyanogenmod/audiofx/widget/Complex.java b/src/org/cyanogenmod/audiofx/widget/Complex.java new file mode 100644 index 0000000..b4691a3 --- /dev/null +++ b/src/org/cyanogenmod/audiofx/widget/Complex.java @@ -0,0 +1,94 @@ +package org.cyanogenmod.audiofx.widget; + +/** + * Java support for complex numbers. + * + * @author alankila + */ +class Complex { + private final double mReal, mIm; + + protected Complex(double real, double im) { + mReal = real; + mIm = im; + } + + /** + * Length of complex number + * + * @return length + */ + protected double rho() { + return Math.sqrt(mReal * mReal + mIm * mIm); + } + + /** + * Argument of complex number + * + * @return angle in radians + */ + protected double theta() { + return Math.atan2(mIm, mReal); + } + + /** + * Complex conjugate + * + * @return conjugate + */ + protected Complex con() { + return new Complex(mReal, -mIm); + } + + /** + * Complex addition + * + * @param other + * @return sum + */ + protected Complex add(Complex other) { + return new Complex(mReal + other.mReal, mIm + other.mIm); + } + + /** + * Complex multipply + * + * @param other + * @return multiplication result + */ + protected Complex mul(Complex other) { + return new Complex(mReal * other.mReal - mIm * other.mIm, + mReal * other.mIm + mIm * other.mReal); + } + + /** + * Complex multiply with real value + * + * @param a + * @return multiplication result + */ + protected Complex mul(double a) { + return new Complex(mReal * a, mIm * a); + } + + /** + * Complex division + * + * @param other + * @return division result + */ + protected Complex div(Complex other) { + double lengthSquared = other.mReal * other.mReal + other.mIm * other.mIm; + return mul(other.con()).div(lengthSquared); + } + + /** + * Complex division with real value + * + * @param a + * @return division result + */ + protected Complex div(double a) { + return new Complex(mReal / a, mIm / a); + } +} |