public Harmonic AddHarmonic(double length, double phase, double freq)
{
SubHarmonic = new Harmonic(length, phase, freq);
SubHarmonic.ParentHarmonic = this;
SubHarmonic.Origin = End;
return(SubHarmonic);
}
public MainViewModel()
{
//var _amplify = 300 / Math.PI;
//_series = new Series();
//_series.NewHarmonic(_amplify, 90, 2)
// .NewHarmonic(_amplify / 3, 90, 6)
// .NewHarmonic(_amplify / 5, 90, 10)
// .NewHarmonic(_amplify / 7, 90, 14)
// .NewHarmonic(_amplify / 9, 90, 18)
// .NewHarmonic(_amplify / 11, 90, 22)
// .NewHarmonic(_amplify / 13, 90, 26)
// .NewHarmonic(_amplify / 15, 90, 30)
// .NewHarmonic(_amplify / 17, 90, 34)
// .NewHarmonic(_amplify / 19, 90, 38);
_series = new Series();
_series.Initiate(0, 250, 90, 2);
_series.Expression((a, n) => a / Math.PI / (2 * n - 1), (t, n) => t * (2 * n - 1));
_series.Times(10);
Harmonics = new ObservableCollection <Harmonic>(_series.Harmonics);
_pipe = new Pipe <double>(1500);
Graph = new ObservableCollection <Point>();
Last = Harmonics.Last();
FFTHarmonics = new ObservableCollection <FFTHarmonic>
{
new FFTHarmonic {
Amplify = 0, K = 0
}
, new FFTHarmonic {
Amplify = 10, K = 1
}
, new FFTHarmonic {
Amplify = 6, K = 2
}
, new FFTHarmonic {
Amplify = 30, K = 3
}
};
}
