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Tx ph.2: use a specialized interpolator similar to the decimator derived from the ancient interpolator
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@ -65,17 +65,28 @@ void AMMod::pull(Sample& sample)
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{
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Complex ci;
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m_interpolator.interpolate(&m_interpolatorDistanceRemain, m_modSample, &m_interpolatorConsumed, &ci);
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m_interpolatorDistanceRemain += m_interpolatorDistance;
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// Resampler used for interpolation only
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// m_interpolator.resample(&m_interpolatorDistanceRemain, m_modSample, &m_interpolatorConsumed, &ci);
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// m_interpolatorDistanceRemain += m_interpolatorDistance;
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//
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// if (m_interpolatorConsumed)
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// {
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// Real t = m_toneNco.next();
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// m_modSample.real(((t+1.0f) * m_running.m_modFactor * 16384.0f)); // modulate and scale zero frequency carrier
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// m_modSample.imag(0.0f);
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// m_interpolatorConsumed = false;
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// }
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if (m_interpolatorConsumed)
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// Specialized interpolator
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if (m_interpolator.interpolate(&m_interpolatorDistanceRemain, m_modSample, &ci))
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{
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Real t = m_toneNco.next();
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m_modSample.real(((t+1.0f) * m_running.m_modFactor * 16384.0f)); // modulate and scale zero frequency carrier
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m_modSample.imag(0.0f);
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m_interpolatorConsumed = false;
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}
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m_interpolatorDistanceRemain += m_interpolatorDistance;
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ci *= m_carrierNco.nextIQ(); // shift to carrier frequency
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Real magsq = ci.real() * ci.real() + ci.imag() * ci.imag();
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@ -327,8 +327,8 @@ void FileSinkGui::tick()
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}
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}
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unsigned int FileSinkSampleRates::m_rates[] = {48, 60, 64, 80};
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unsigned int FileSinkSampleRates::m_nb_rates = 4;
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unsigned int FileSinkSampleRates::m_rates[] = {48, 60, 60, 64, 72};
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unsigned int FileSinkSampleRates::m_nb_rates = 5;
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unsigned int FileSinkSampleRates::getRate(unsigned int rate_index)
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{
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@ -93,7 +93,7 @@ public:
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static unsigned int getRateIndex(unsigned int rate);
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static unsigned int getNbRates();
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private:
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static unsigned int m_rates[4];
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static unsigned int m_rates[5];
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static unsigned int m_nb_rates;
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};
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@ -35,27 +35,26 @@ public:
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return true;
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}
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// interpolation works nearly the same way // TODO: remove when original is used
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// interpolation simplified from the generalized resampler
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bool interpolate(Real *distance, const Complex& next, Complex* result)
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{
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*distance -= 1.0;
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bool consumed = false;
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if (*distance < 1.0) // use sample
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if (*distance >= 1.0)
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{
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advanceFilter(next);
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doInterpolate((int) floor(*distance * (Real)m_phaseSteps), result);
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return true; // need new input sample and increment distance
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}
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else // use zero
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{
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advanceFilter();
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doInterpolate((int) floor(*distance * (Real)m_phaseSteps), result);
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return false; // input sample was not used and do not increment distance
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}
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*distance -= 1.0;
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consumed = true;
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}
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// original interpolator
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bool interpolate(Real* distance, const Complex& next, bool* consumed, Complex* result)
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doInterpolate((int)floor(*distance * (Real)m_phaseSteps), result);
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return consumed;
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}
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// original interpolator which is actually an arbitrary rational resampler P/Q for any positive P, Q
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// sampling frequency must be the highest of the two
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bool resample(Real* distance, const Complex& next, bool* consumed, Complex* result)
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{
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while(*distance >= 1.0)
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{
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