228 lines
7.3 KiB
C++
228 lines
7.3 KiB
C++
// This file is part of Vocaluxe.
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//
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// Vocaluxe is free software: you can redistribute it and/or modify
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// it under the terms of the GNU General Public License as published by
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// the Free Software Foundation, either version 3 of the License, or
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// (at your option) any later version.
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//
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// Vocaluxe is distributed in the hope that it will be useful,
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// but WITHOUT ANY WARRANTY; without even the implied warranty of
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// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
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// GNU General Public License for more details.
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//
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// You should have received a copy of the GNU General Public License
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// along with Vocaluxe. If not, see <http://www.gnu.org/licenses/>.
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#include "ptAKF.h"
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#include <math.h>
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static constexpr double BaseToneFrequency = 65.4064; // lowest (half-)tone to analyze (C2 = 65.4064 Hz)
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static constexpr double HalftoneBase = 1.05946309436; // 2^(1/12) -> HalftoneBase^12 = 2 (one octave)
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int PtAKF::_InitCount = 0;
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float* PtAKF::_SamplesPerPeriodPerTone = NULL;
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PtAKF::PtAKF(unsigned step){
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_InitCount++;
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if(_InitCount == 1){
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_SamplesPerPeriodPerTone = new float[_MaxHalfTone + 1];
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//Init Array to avoid costly calculations
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for (int toneIndex = 0; toneIndex <= _MaxHalfTone; toneIndex++)
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{
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double freq = BaseToneFrequency * pow(HalftoneBase, toneIndex);
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_SamplesPerPeriodPerTone[toneIndex] = static_cast<float>(44100.0 / freq); // samples in one period
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}
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}
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_Step = step;
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}
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PtAKF::~PtAKF(){
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_InitCount--;
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if(!_InitCount){
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delete[] _SamplesPerPeriodPerTone;
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_SamplesPerPeriodPerTone = NULL;
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}
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}
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int PtAKF::GetNote(double* maxVolume, float* weights){
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float AnaylsisBuf[_SampleCt];
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size_t size = _AnalysisBuf.size();
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if(size > _SampleCt)
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_AnalysisBuf.pop(size - _SampleCt);
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if(!_AnalysisBuf.read(AnaylsisBuf, AnaylsisBuf + _SampleCt))
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return -1;
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_AnalysisBuf.pop(_Step);
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return _GetNote(AnaylsisBuf, maxVolume, weights);
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}
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int PtAKF::_GetNote(float* samples, double* maxVolume, float* weights){
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float maxVolumeL = 0;
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for(int i = 0; i < _SampleCt; i++){
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float vol = abs(samples[i]);
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if(vol > maxVolumeL)
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maxVolumeL = vol;
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}
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maxVolumeL /= 32767.;
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*maxVolume = maxVolumeL;
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float maxWeight = -1;
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float minWeight = 1;
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int maxTone = -1;
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for (int toneIndex = _MinHalfTone; toneIndex <= _MaxHalfTone; toneIndex++)
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{
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float curWeight = _AnalyzeToneFunc(samples, toneIndex);
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if (curWeight > maxWeight)
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{
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maxWeight = curWeight;
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maxTone = toneIndex;
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}
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if (curWeight < minWeight)
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minWeight = curWeight;
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weights[toneIndex - _MinHalfTone] = curWeight;
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}
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if(maxWeight - minWeight > 0.01){
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return maxTone;
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}else return -1;
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}
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float PtAKF::_AnalyzeToneFunc(float* samples, int toneIndex){
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// Use method by Kobayashi and Shimamura (1995): Combine AKF and AMDF to a new f(z)=AKF(z)/(AMDF(z)+k) with k=1
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float samplesPerPeriodD = _SamplesPerPeriodPerTone[toneIndex]; // samples in one period
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int samplesPerPeriod = static_cast<int>(samplesPerPeriodD);
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float fHigh = samplesPerPeriodD - samplesPerPeriod;
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float fLow = 1.0f - fHigh;
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float accumDistAKF = 0; // accumulated distances
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float accumDistAMDF = 0; // accumulated distances
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// compare correlating samples
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int sampleIndex = 0; // index of sample to analyze
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// Start value= index of sample one period ahead
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for (int correlatingSampleIndex = sampleIndex + samplesPerPeriod; correlatingSampleIndex + 1 < _SampleCt; correlatingSampleIndex++, sampleIndex++)
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{
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// calc distance to corresponding sample in next period
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float xn = samples[sampleIndex];
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float xnt = samples[correlatingSampleIndex] * fLow + samples[correlatingSampleIndex + 1] * fHigh;
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accumDistAKF += xn * xnt;
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accumDistAMDF += abs(xn - xnt);
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}
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accumDistAKF /= _SampleCt;
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accumDistAMDF /= sampleIndex;
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return accumDistAKF / (accumDistAMDF * 32767.f + 32767.f); // Need to scale AKF by MAX^2 and AMDF by MAX, so do some maths to divide only once
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}
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/*
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namespace PitchTrackerAKF{
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static double *SamplesPerPeriodPerTone = NULL;
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static double BaseToneFrequency = -1;
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static int MinHalfTone = -1, MaxHalfTone = -1;
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static const double HalftoneBase = 1.05946309436; // 2^(1/12) -> HalftoneBase^12 = 2 (one octave)
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void Init(double baseToneFrequency, int minHalfTone, int maxHalfTone){
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if(SamplesPerPeriodPerTone && abs(baseToneFrequency - BaseToneFrequency) < 1. && minHalfTone == MinHalfTone && maxHalfTone == MaxHalfTone)
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return;
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BaseToneFrequency = baseToneFrequency;
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MinHalfTone = minHalfTone;
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MaxHalfTone = maxHalfTone;
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DeInit();
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if(minHalfTone < 0 || maxHalfTone < minHalfTone)
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return;
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SamplesPerPeriodPerTone = (double*) malloc((MaxHalfTone + 1) * sizeof(double));
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//Init Array to avoid costly calculations
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for (int toneIndex = 0; toneIndex <= MaxHalfTone; toneIndex++)
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{
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double freq = baseToneFrequency * pow(HalftoneBase, toneIndex);
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SamplesPerPeriodPerTone[toneIndex] = 44100.0 / freq; // samples in one period
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}
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}
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void DeInit(){
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if(SamplesPerPeriodPerTone){
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free(SamplesPerPeriodPerTone);
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SamplesPerPeriodPerTone=NULL;
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}
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}
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template<typename T>
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static T _AnalyzeToneFunc(T *samples, int sampleCt, int toneIndex, bool scale){
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// Use method by Kobayashi and Shimamura (1995): Combine AKF and AMDF to a new f(z)=AKF(z)/(AMDF(z)+k) with k=1
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double samplesPerPeriodD = SamplesPerPeriodPerTone[toneIndex]; // samples in one period
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int samplesPerPeriod = static_cast<int>(samplesPerPeriodD);
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T fHigh = static_cast<T>(samplesPerPeriodD - samplesPerPeriod);
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T fLow = static_cast<T>(1.0 - fHigh);
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T accumDistAKF = 0; // accumulated distances
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T accumDistAMDF = 0; // accumulated distances
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// compare correlating samples
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int sampleIndex = 0; // index of sample to analyze
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// Start value= index of sample one period ahead
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for (int correlatingSampleIndex = sampleIndex + samplesPerPeriod; correlatingSampleIndex + 1 < sampleCt; correlatingSampleIndex++, sampleIndex++)
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{
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// calc distance to corresponding sample in next period
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T xn = samples[sampleIndex];
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T xnt = samples[correlatingSampleIndex] * fLow + samples[correlatingSampleIndex + 1] * fHigh;
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accumDistAKF += xn * xnt;
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accumDistAMDF += abs(xn - xnt);
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}
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accumDistAKF /= sampleCt;
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accumDistAMDF /= sampleIndex;
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if(scale)
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return accumDistAKF / (accumDistAMDF * 32767.f + 32767.f); // Need to scale AKF by MAX^2 and AMDF by MAX, so do some maths to divide only once
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else
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return accumDistAKF / (accumDistAMDF + 1.f);
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}
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template<typename T>
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int GetTone(T *samples, int sampleCt, double* maxVolume, float *weights, bool scale){
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if(!SamplesPerPeriodPerTone)
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return -1;
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T maxVolumeL = 0;
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for(int i = 0; i < sampleCt; i++){
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T vol = abs(samples[i]);
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if(vol > maxVolumeL)
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maxVolumeL = vol;
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}
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if(scale)
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maxVolumeL /= 32767.;
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*maxVolume = maxVolumeL;
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T maxWeight = -1;
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T minWeight = 1;
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int maxTone = -1;
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for (int toneIndex = MinHalfTone; toneIndex <= MaxHalfTone; toneIndex++)
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{
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T curWeight = _AnalyzeToneFunc<T>(samples, sampleCt, toneIndex, scale);
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if (curWeight > maxWeight)
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{
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maxWeight = curWeight;
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maxTone = toneIndex;
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}
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if (curWeight < minWeight)
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minWeight = curWeight;
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weights[toneIndex - MinHalfTone] = static_cast<float>(curWeight);
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}
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if(maxWeight - minWeight > 0.01){
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return maxTone;
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}else return -1;
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}
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template int GetTone(float *samples, int sampleCt, double* maxVolume, float *weights, bool scale);
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template int GetTone(double *samples, int sampleCt, double* maxVolume, float *weights, bool scale);
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}
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*/ |