c@131: /* -*- c-basic-offset: 4 indent-tabs-mode: nil -*- vi:set ts=8 sts=4 sw=4: */ c@131: c@131: #include "dsp/Resampler.h" c@131: c@131: #include "dsp/Window.h" c@131: #include "dsp/FFT.h" c@131: c@131: #include c@131: c@131: #include c@131: c@131: #define BOOST_TEST_DYN_LINK c@131: #define BOOST_TEST_MAIN c@131: c@131: #include c@131: c@131: BOOST_AUTO_TEST_SUITE(TestResampler) c@131: c@131: using std::cout; c@131: using std::endl; c@131: using std::vector; c@131: c@131: void c@131: testResamplerOneShot(int sourceRate, c@131: int targetRate, c@131: int n, c@131: double *in, c@131: int m, c@131: double *expected, c@131: int skip) c@131: { c@131: vector resampled = Resampler::resample(sourceRate, targetRate, c@131: in, n); c@131: if (skip == 0) { c@131: BOOST_CHECK_EQUAL(resampled.size(), m); c@131: } c@131: for (int i = 0; i < m; ++i) { c@131: BOOST_CHECK_SMALL(resampled[i + skip] - expected[i], 1e-6); c@131: } c@131: } c@131: c@131: void c@131: testResampler(int sourceRate, c@131: int targetRate, c@131: int n, c@131: double *in, c@131: int m, c@131: double *expected) c@131: { c@131: // Here we provide the input in chunks (of varying size) c@131: c@131: Resampler r(sourceRate, targetRate); c@131: int latency = r.getLatency(); c@131: c@131: int m1 = m + latency; c@131: int n1 = int((m1 * sourceRate) / targetRate); c@131: c@131: double *inPadded = new double[n1]; c@131: double *outPadded = new double[m1]; c@131: c@131: for (int i = 0; i < n1; ++i) { c@131: if (i < n) inPadded[i] = in[i]; c@131: else inPadded[i] = 0.0; c@131: } c@131: c@131: for (int i = 0; i < m1; ++i) { c@131: outPadded[i] = -999.0; c@131: } c@131: c@131: int chunkSize = 1; c@131: int got = 0; c@131: int i = 0; c@131: c@131: while (true) { c@131: got += r.process(inPadded + i, outPadded + got, chunkSize); c@131: i = i + chunkSize; c@131: chunkSize = chunkSize + 1; c@131: if (i >= n1) { c@131: break; c@131: } else if (i + chunkSize >= n1) { c@131: chunkSize = n1 - i; c@131: } else if (chunkSize > 15) { c@131: chunkSize = 1; c@131: } c@131: } c@131: c@131: BOOST_CHECK_EQUAL(got, m1); c@131: c@131: for (int i = latency; i < m1; ++i) { c@131: BOOST_CHECK_SMALL(outPadded[i] - expected[i-latency], 1e-8); c@131: } c@131: c@131: delete[] outPadded; c@131: delete[] inPadded; c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(sameRateOneShot) c@131: { c@131: double d[] = { 0, 0.1, -0.3, -0.4, -0.3, 0, 0.5, 0.2, 0.8, -0.1 }; c@131: testResamplerOneShot(4, 4, 10, d, 10, d, 0); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(sameRate) c@131: { c@131: double d[] = { 0, 0.1, -0.3, -0.4, -0.3, 0, 0.5, 0.2, 0.8, -0.1 }; c@131: testResampler(4, 4, 10, d, 10, d); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(interpolatedMisc) c@131: { c@131: // Interpolating any signal by N should give a signal in which c@131: // every Nth sample is the original signal c@131: double in[] = { 0, 0.1, -0.3, -0.4, -0.3, 0, 0.5, 0.2, 0.8, -0.1 }; c@131: int n = sizeof(in)/sizeof(in[0]); c@131: for (int factor = 2; factor < 10; ++factor) { c@131: vector out = Resampler::resample(6, 6 * factor, in, n); c@131: for (int i = 0; i < n; ++i) { c@131: BOOST_CHECK_SMALL(out[i * factor] - in[i], 1e-5); c@131: } c@131: } c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(interpolatedSine) c@131: { c@131: // Interpolating a sinusoid should give us a sinusoid, once we've c@131: // dropped the first few samples c@131: double in[1000]; c@131: double out[2000]; c@131: for (int i = 0; i < 1000; ++i) { c@131: in[i] = sin(i * M_PI / 2.0); c@131: } c@131: for (int i = 0; i < 2000; ++i) { c@131: out[i] = sin(i * M_PI / 4.0); c@131: } c@131: testResamplerOneShot(8, 16, 1000, in, 200, out, 512); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(decimatedSine) c@131: { c@131: // Decimating a sinusoid should give us a sinusoid, once we've c@131: // dropped the first few samples c@131: double in[2000]; c@131: double out[1000]; c@131: for (int i = 0; i < 2000; ++i) { c@131: in[i] = sin(i * M_PI / 8.0); c@131: } c@131: for (int i = 0; i < 1000; ++i) { c@131: out[i] = sin(i * M_PI / 4.0); c@131: } c@131: testResamplerOneShot(16, 8, 2000, in, 200, out, 256); c@131: } c@131: c@131: double c@131: measureSinFreq(const vector &v, int rate, int countCycles) c@131: { c@131: int n = v.size(); c@131: int firstPeak = -1; c@131: int lastPeak = -1; c@131: int nPeaks = 0; c@131: // count +ve peaks c@131: for (int i = v.size()/4; i + 1 < n; ++i) { c@131: // allow some fuzz c@131: int x0 = int(10000 * v[i-1]); c@131: int x1 = int(10000 * v[i]); c@131: int x2 = int(10000 * v[i+1]); c@131: if (x1 > 0 && x1 > x0 && x1 >= x2) { c@131: if (firstPeak < 0) firstPeak = i; c@131: lastPeak = i; c@131: ++nPeaks; c@131: if (nPeaks == countCycles) break; c@131: } c@131: } c@131: int nCycles = nPeaks - 1; c@131: if (nCycles <= 0) return 0.0; c@131: double cycle = double(lastPeak - firstPeak) / nCycles; c@131: // cout << "lastPeak = " << lastPeak << ", firstPeak = " << firstPeak << ", dist = " << lastPeak - firstPeak << ", nCycles = " << nCycles << ", cycle = " << cycle << endl; c@131: return rate / cycle; c@131: } c@131: c@131: void c@131: testSinFrequency(int freq, c@131: int sourceRate, c@131: int targetRate) c@131: { c@131: // Resampling a sinusoid and then resampling back should give us a c@131: // sinusoid of the same frequency as we started with c@131: c@131: int nCycles = 500; c@131: c@131: int duration = int(nCycles * float(sourceRate) / float(freq)); c@131: // cout << "freq = " << freq << ", sourceRate = " << sourceRate << ", targetRate = " << targetRate << ", duration = " << duration << endl; c@131: c@131: vector in(duration, 0); c@131: for (int i = 0; i < duration; ++i) { c@131: in[i] = sin(i * M_PI * 2.0 * freq / sourceRate); c@131: } c@131: c@131: vector out = Resampler::resample(sourceRate, targetRate, c@131: in.data(), in.size()); c@131: c@131: vector back = Resampler::resample(targetRate, sourceRate, c@131: out.data(), out.size()); c@131: c@131: BOOST_CHECK_EQUAL(in.size(), back.size()); c@131: c@131: double inFreq = measureSinFreq(in, sourceRate, nCycles / 2); c@131: double backFreq = measureSinFreq(back, sourceRate, nCycles / 2); c@131: c@131: BOOST_CHECK_SMALL(inFreq - backFreq, 1e-8); c@131: } c@131: c@131: // In each of the following we use a frequency that has an exact cycle c@131: // length in samples at the lowest sample rate, so that we can easily c@131: // rule out errors in measuring the cycle length after resampling. If c@131: // the resampler gets its input or output rate wrong, that will show c@131: // up no matter what the test signal's initial frequency is. c@131: c@131: BOOST_AUTO_TEST_CASE(downUp2) c@131: { c@131: testSinFrequency(441, 44100, 22050); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(downUp5) c@131: { c@131: testSinFrequency(300, 15000, 3000); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(downUp16) c@131: { c@131: testSinFrequency(300, 48000, 3000); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(upDown2) c@131: { c@131: testSinFrequency(441, 44100, 88200); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(upDown5) c@131: { c@131: testSinFrequency(300, 3000, 15000); c@131: } c@131: c@131: BOOST_AUTO_TEST_CASE(upDown16) c@131: { c@131: testSinFrequency(300, 3000, 48000); c@131: } c@131: c@131: vector c@131: squareWave(int rate, double freq, int n) c@131: { c@131: //!!! todo: hoist, test c@131: vector v(n, 0.0); c@131: for (int h = 0; h < (rate/4)/freq; ++h) { c@131: double m = h * 2 + 1; c@131: double scale = 1.0 / m; c@131: for (int i = 0; i < n; ++i) { c@131: double s = scale * sin((i * 2.0 * M_PI * m * freq) / rate); c@131: v[i] += s; c@131: } c@131: } c@131: return v; c@131: } c@131: c@131: void c@131: testSpectrum(int inrate, int outrate) c@131: { c@131: // One second of a square wave c@131: int freq = 500; c@131: c@131: vector square = c@131: squareWave(inrate, freq, inrate); c@131: c@131: vector maybeSquare = c@131: Resampler::resample(inrate, outrate, square.data(), square.size()); c@131: c@131: BOOST_CHECK_EQUAL(maybeSquare.size(), outrate); c@131: c@131: Window(HanningWindow, inrate).cut(square.data()); c@131: Window(HanningWindow, outrate).cut(maybeSquare.data()); c@131: c@131: // forward magnitude with size inrate, outrate c@131: c@131: vector inSpectrum(inrate, 0.0); c@131: FFTReal(inrate).forwardMagnitude(square.data(), inSpectrum.data()); c@131: for (int i = 0; i < (int)inSpectrum.size(); ++i) { c@131: inSpectrum[i] /= inrate; c@131: } c@131: c@131: vector outSpectrum(outrate, 0.0); c@131: FFTReal(outrate).forwardMagnitude(maybeSquare.data(), outSpectrum.data()); c@131: for (int i = 0; i < (int)outSpectrum.size(); ++i) { c@131: outSpectrum[i] /= outrate; c@131: } c@131: c@131: // Don't compare bins any higher than 96% of Nyquist freq of lower sr c@131: int lengthOfInterest = (inrate < outrate ? inrate : outrate) / 2; c@131: lengthOfInterest = lengthOfInterest - (lengthOfInterest / 25); c@131: c@131: for (int i = 0; i < lengthOfInterest; ++i) { c@131: BOOST_CHECK_SMALL(inSpectrum[i] - outSpectrum[i], 1e-7); c@131: } c@131: } c@131: /* c@131: BOOST_AUTO_TEST_CASE(spectrum) c@131: { c@131: int rates[] = { 8000, 22050, 44100, 48000 }; c@131: for (int i = 0; i < (int)(sizeof(rates)/sizeof(rates[0])); ++i) { c@131: for (int j = 0; j < (int)(sizeof(rates)/sizeof(rates[0])); ++j) { c@131: testSpectrum(rates[i], rates[j]); c@131: } c@131: } c@131: } c@131: */ c@131: BOOST_AUTO_TEST_SUITE_END() c@131: