private void DrawFilterCurve(
Rect r,
float[] coeffs,
float lowGain, float midGain, float highGain,
Color color,
bool filled,
double samplerate,
double magScale)
{
double wm = -2.0 * 3.1415926 / samplerate;
AudioCurveRendering.AudioCurveEvaluator d = delegate(float x) {
MathHelpers.ComplexD w = MathHelpers.ComplexD.Exp(wm * GUIHelpers.MapNormalizedFrequency((double)x, samplerate, useLogScale, true));
MathHelpers.ComplexD lpf = MathHelpers.ComplexD.Pow((w * (w * coeffs[0] + coeffs[1]) + coeffs[2]) / (w * (w * coeffs[3] + coeffs[4]) + 1.0f), filterOrder);
MathHelpers.ComplexD bpf1 = MathHelpers.ComplexD.Pow((w * (w * coeffs[5] + coeffs[6]) + coeffs[7]) / (w * (w * coeffs[8] + coeffs[9]) + 1.0f), filterOrder);
MathHelpers.ComplexD bpf2 = MathHelpers.ComplexD.Pow((w * (w * coeffs[10] + coeffs[11]) + coeffs[12]) / (w * (w * coeffs[13] + coeffs[14]) + 1.0f), filterOrder);
MathHelpers.ComplexD hpf = MathHelpers.ComplexD.Pow((w * (w * coeffs[15] + coeffs[16]) + coeffs[17]) / (w * (w * coeffs[18] + coeffs[19]) + 1.0f), filterOrder);
double h = (lpf * lowGain).Mag2() + (bpf1 * bpf2 * midGain).Mag2() + (hpf * highGain).Mag2();
double mag = masterGain + 10.0 * Math.Log10(h);
return((float)(mag * magScale));
};
if (filled)
{
AudioCurveRendering.DrawFilledCurve(r, d, color);
}
else
{
AudioCurveRendering.DrawCurve(r, d, color);
}
}
static public ComplexD Div(ComplexD a, double b)
{
double s = 1.0 / b;
return(new ComplexD(
a.real * s,
a.imag * s));
}
static public ComplexD Div(double a, ComplexD b)
{
double d = b.real * b.real + b.imag * b.imag;
double s = a / d;
return(new ComplexD(
s * b.real,
-s * b.imag));
}
static public ComplexD Div(ComplexD a, ComplexD b)
{
double d = b.real * b.real + b.imag * b.imag;
double s = 1.0 / d;
return(new ComplexD(
(a.real * b.real + a.imag * b.imag) * s,
(a.imag * b.real - a.real * b.imag) * s));
}
static public ComplexD Pow(ComplexD a, double b)
{
double p = Math.Atan2(a.imag, a.real);
double m = Math.Pow(a.Mag2(), b * 0.5f);
return(new ComplexD(
m * Math.Cos(p * b),
m * Math.Sin(p * b)
));
}
static public ComplexD Mul(double a, ComplexD b)
{
return(new ComplexD(
a * b.real,
a * b.imag));
}
static public ComplexD Mul(ComplexD a, double b)
{
return(new ComplexD(
a.real * b,
a.imag * b));
}
static public ComplexD Mul(ComplexD a, ComplexD b)
{
return(new ComplexD(
a.real * b.real - a.imag * b.imag,
a.real * b.imag + a.imag * b.real));
}
static public ComplexD Sub(double a, ComplexD b)
{
return(new ComplexD(
a - b.real,
-b.imag));
}
static public ComplexD Sub(ComplexD a, double b)
{
return(new ComplexD(
a.real - b,
a.imag));
}
static public ComplexD Sub(ComplexD a, ComplexD b)
{
return(new ComplexD(
a.real - b.real,
a.imag - b.imag));
}
static public ComplexD Add(double a, ComplexD b)
{
return(new ComplexD(
a + b.real,
b.imag));
}
static public ComplexD Add(ComplexD a, double b)
{
return(new ComplexD(
a.real + b,
a.imag));
}
static public ComplexD Add(ComplexD a, ComplexD b)
{
return(new ComplexD(
a.real + b.real,
a.imag + b.imag));
}
