public static Tuple <double, double>[] Test4()
{
int size = 1024 * 16;
int pros = 4;
int Base = 880 / 5;
int Base2 = (int)(Base * (3.0 / 2.0));
var ret = new Tuple <double, double> [size / 4];
var ToF = new Complex[size];
var Sign = Generators.Bit(size / pros, size / Base, 100);
var Sign1 = Generators.Bit(size / pros, size / Base / 2, 100 / 2);
var Sign2 = Generators.Bit(size / pros, size / Base / 3, 100 / 3);
var Sign3 = Generators.Bit(size / pros, size / Base / 4, 100 / 4);
var Sign4 = Generators.Bit(size / pros, size / Base / 5, 100 / 5);
var Sign5 = Generators.Bit(size / pros, size / Base / 6, 100 / 6);
var Sign6 = Generators.Bit(size / pros, size / Base / 7, 100 / 7);
var Sign7 = Generators.Bit(size / pros, size / Base / 8, 100 / 8);
var Sign8 = Generators.Bit(size / pros, size / Base / 9, 100 / 9);
var Sign9 = Generators.Bit(size / pros, size / Base / 10, 100 / 10);
var Sign10 = Generators.Bit(size / pros, size / Base / 11, 100 / 11);
var Sign11 = Generators.Bit(size / pros, size / Base / 12, 100 / 12);
var Sign12 = Generators.Bit(size / pros, size / Base / 13, 100 / 13);
var Signa = Generators.Bit(size / pros, size / Base2, 100);
var Signa1 = Generators.Bit(size / pros, size / Base2 / 2, 100 / 2);
var Signa2 = Generators.Bit(size / pros, size / Base2 / 3, 100 / 3);
var Signa3 = Generators.Bit(size / pros, size / Base2 / 4, 100 / 4);
var Signa4 = Generators.Bit(size / pros, size / Base2 / 5, 100 / 5);
var Signa5 = Generators.Bit(size / pros, size / Base2 / 6, 100 / 6);
var Signa6 = Generators.Bit(size / pros, size / Base2 / 7, 100 / 7);
var Signa7 = Generators.Bit(size / pros, size / Base2 / 8, 100 / 8);
var Signa8 = Generators.Bit(size / pros, size / Base2 / 9, 100 / 9);
var Signa9 = Generators.Bit(size / pros, size / Base2 / 10, 100 / 10);
var Signa10 = Generators.Bit(size / pros, size / Base2 / 11, 100 / 11);
var Signa11 = Generators.Bit(size / pros, size / Base2 / 12, 100 / 12);
var Signa12 = Generators.Bit(size / pros, size / Base2 / 13, 100 / 13);
int i = 0;
for (i = 0; i < size / pros; i++)
{
ToF[i] = new Complex(Sign[i] + Sign1[i] + Sign2[i] + Sign3[i] + Sign4[i] + Sign5[i] + Sign6[i] + Sign7[i] + Sign8[i] + Sign9[i] + Sign10[i] + Sign11[i] + Sign12[i] +
Signa[i] + Signa1[i] + Signa2[i] + Signa3[i] + Signa4[i] + Signa5[i] + Signa6[i] + Signa7[i] + Signa8[i] + Signa9[i] + Signa10[i] + Signa11[i] + Signa12[i], 0);
}
for (; i < size; i++)
{
ToF[i] = new Complex(0, 0);
}
ToF = FastFourierTransform.DecimationInTime(ToF, false);
for (i = 0; i < size / 4; i++)
{
ret[i] = new Tuple <double, double>(i * 5, ToF[i].Magnitude);
}
return(ret);
}
public static double[] Test3WTF()
{
int beatSize = 256;
var sin = Generators.Bit(beatSize, 8, 128);
var convertSignal = new double[beatSize];
for (int i = 0; i < beatSize; i++)
{
convertSignal[i] = 0;
if (i + 0 < sin.Length)
{
convertSignal[i] = sin[i + 0] * WindowFilters.Gausse(i, beatSize);
}
}
var FFT = FastFourierTransform.DecimationInTime(sin.Select(x => { return(new Complex(x, 0)); }).ToArray(), false);
for (var i = 0; i < FFT.Length; i++)
{
FFT[i] /= beatSize;
}
return(FFT.Select(x => { return x.Magnitude; }).ToArray());
}