/* FPUDownsampler2x.h Copyright(c) 2005 Laurent de Soras Downsamples the input signal by a factor 2, using FPU. Template parameters: - NC: number of coefficients, > 0 --- Legal stuff --- This program is free software. It comes without any warranty, to the extent permitted by applicable law. You can redistribute it and/or modify it under the terms of the Do What The Fuck You Want To Public License, Version 2, as published by Sam Hocevar. See http://sam.zoy.org/wtfpl/COPYING for more details. */ #include #include "FPUStageProc.h" namespace hiir { template class Downsampler2xFPU { public: enum { NBR_COEFS = NC }; Downsampler2xFPU(); /* Name: set_coefs Description: Sets filter coefficients. Generate them with the PolyphaseIir2Designer class. Call this function before doing any processing. Input parameters: - coef_arr: Array of coefficients. There should be as many coefficients as mentioned in the class template parameter. */ void set_coefs(const double coef_arr[]); /* Name: process_sample Description: Downsamples (x2) one pair of samples, to generate one output sample. Input parameters: - in_ptr: pointer on the two samples to decimate Returns: Samplerate-reduced sample. */ inline T process_sample(const T in_ptr [2]); /* Name: process_block Description: Downsamples (x2) a block of samples. Input and output blocks may overlap, see assert() for details. Input parameters: - in_ptr: Input array, containing nbr_spl * 2 samples. - nbr_spl: Number of samples to output, > 0 Output parameters: - out_ptr: Array for the output samples, capacity: nbr_spl samples. */ void process_block(T out_ptr[], const T in_ptr[], long nbr_spl); /* Name: process_sample_split Description: Split (spectrum-wise) in half a pair of samples. The lower part of the spectrum is a classic downsampling, equivalent to the output of process_sample(). The higher part is the complementary signal: original filter response is flipped from left to right, becoming a high-pass filter with the same cutoff frequency. This signal is then critically sampled (decimation by 2), flipping the spectrum: Fs/4...Fs/2 becomes Fs/4...0. Input parameters: - in_ptr: pointer on the pair of input samples Output parameters: - low: output sample, lower part of the spectrum (downsampling) - high: output sample, higher part of the spectrum. */ inline void process_sample_split(T &low, T &high, const T in_ptr[2]); /* Name: process_block_split Description: Split (spectrum-wise) in half a block of samples. The lower part of the spectrum is a classic downsampling, equivalent to the output of process_block(). The higher part is the complementary signal: original filter response is flipped from left to right, becoming a high-pass filter with the same cutoff frequency. This signal is then critically sampled (decimation by 2), flipping the spectrum: Fs/4...Fs/2 becomes Fs/4...0. Input and output blocks may overlap, see assert() for details. Input parameters: - in_ptr: Input array, containing nbr_spl * 2 samples. - nbr_spl: Number of samples for each output, > 0 Output parameters: - out_l_ptr: Array for the output samples, lower part of the spectrum (downsampling). Capacity: nbr_spl samples. - out_h_ptr: Array for the output samples, higher part of the spectrum. Capacity: nbr_spl samples. */ void process_block_split(T out_l_ptr[], T out_h_ptr[], const T in_ptr[], long nbr_spl); /* Name: clear_buffers Description: Clears filter memory, as if it processed silence since an infinite amount of time. */ void clear_buffers(); private: std::array _coef; std::array _x; std::array _y; private: bool operator == (const Downsampler2xFPU &other); bool operator != (const Downsampler2xFPU &other); }; // class Downsampler2xFPU template Downsampler2xFPU ::Downsampler2xFPU () : _coef () , _x () , _y () { for (int i = 0; i < NBR_COEFS; ++i) { _coef [i] = 0; } clear_buffers (); } template void Downsampler2xFPU ::set_coefs (const double coef_arr[]) { assert (coef_arr != 0); for (int i = 0; i < NBR_COEFS; ++i) { _coef [i] = static_cast (coef_arr [i]); } } template T Downsampler2xFPU ::process_sample (const T in_ptr [2]) { assert (in_ptr != 0); T spl_0 (in_ptr [1]); T spl_1 (in_ptr [0]); #if defined (_MSC_VER) #pragma inline_depth (255) #endif // _MSC_VER StageProcFPU ::process_sample_pos ( NBR_COEFS, spl_0, spl_1, &_coef [0], &_x [0], &_y [0] ); return (0.5f * (spl_0 + spl_1)); } template void Downsampler2xFPU ::process_block (T out_ptr[], const T in_ptr[], long nbr_spl) { assert (in_ptr != 0); assert (out_ptr != 0); assert (out_ptr <= in_ptr || out_ptr >= in_ptr + nbr_spl * 2); assert (nbr_spl > 0); long pos = 0; do { out_ptr [pos] = process_sample (&in_ptr [pos * 2]); ++pos; } while (pos < nbr_spl); } template void Downsampler2xFPU ::process_sample_split (T &low, T &high, const T in_ptr [2]) { assert (&low != 0); assert (&high != 0); assert (in_ptr != 0); T spl_0 = in_ptr [1]; T spl_1 = in_ptr [0]; #if defined (_MSC_VER) #pragma inline_depth (255) #endif // _MSC_VER StageProcFPU ::process_sample_pos ( NBR_COEFS, spl_0, spl_1, &_coef [0], &_x [0], &_y [0] ); low = (spl_0 + spl_1) * 0.5f; high = spl_0 - low; // (spl_0 - spl_1) * 0.5f; } template void Downsampler2xFPU ::process_block_split (T out_l_ptr[], T out_h_ptr[], const T in_ptr[], long nbr_spl) { assert (in_ptr != 0); assert (out_l_ptr != 0); assert (out_l_ptr <= in_ptr || out_l_ptr >= in_ptr + nbr_spl * 2); assert (out_h_ptr != 0); assert (out_h_ptr <= in_ptr || out_h_ptr >= in_ptr + nbr_spl * 2); assert (out_h_ptr != out_l_ptr); assert (nbr_spl > 0); long pos = 0; do { process_sample_split ( out_l_ptr [pos], out_h_ptr [pos], &in_ptr [pos * 2] ); ++pos; } while (pos < nbr_spl); } template void Downsampler2xFPU ::clear_buffers () { for (int i = 0; i < NBR_COEFS; ++i) { _x [i] = 0; _y [i] = 0; } } } // namespace hiir