mirror of https://github.com/thesofproject/sof.git
103 lines
3.3 KiB
Matlab
103 lines
3.3 KiB
Matlab
function test = fr_test_input(test)
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%% t = fr_test_input(t)
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%
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% Create frequency sweep data file for playback & record on real device or
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% for algorithm simulation.
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%
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% Input parameters
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% t.f_max - maximum frequency of sweep, set e.g. to 0.99*fs/2
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% t.fs - sample rate
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% t.bits_in - number of bits in signal
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% t.ch - mix test signal to channel ch, e.g. set to [1 2] to measure
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% two channels
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% t.nch - total number of channels in data
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%
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% Output parameters
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% t.fn_in - Created input file name
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% t.fn_out - Proposed output file name for captured output
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% t.f_ref - Reference frequency used to report deviation (997 Hz)
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% t.f_min - Sweep start frequency
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% t.f - Frequencies in sweep
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% t.is - Ignore signal from tone start
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% t.ie - Ignore signal from tone end
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% t.tr - tone gain ramp length in seconds
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% t.sm - Seek start marker this time length from start
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% t.em - Seek end marker this time length from end
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% t.mt - Error if marker positions delta is greater than this
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% t.tc - Min cycles of sine wave per frequency
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% t.tl - Tone length in seconds
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% t.a_db - Tone amplitude (dB)
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% t.a - Tone amplitude (lin)
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% t.nt - Number of samples per tone
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% t.nf - Number of frequencies
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% t.na - Number of amplitudes
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% t.mark_t - Length of marker tone in seconds
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% t.mark_a - Amplitude max of marker tone (lin)
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% t.mark_a_db - Amplitude max of marker tone (dB)
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% t.ts - Tone start times
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%
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% E.g.
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% t.fs=48e3; t.f_max=20e3; t.bits_in=16; t.ch=1; t.nch=2; t = fr_test_input(t);
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%
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% SPDX-License-Identifier: BSD-3-Clause
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% Copyright(c) 2016 Intel Corporation. All rights reserved.
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% Author: Seppo Ingalsuo <seppo.ingalsuo@linux.intel.com>
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%% Reference: AES17 6.2.3 Frequency response
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% http://www.aes.org/publications/standards/
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if nargin < 1
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fprintf('Warning, using default parameters!\n');
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test.fs = 48e3; test.f_max = 0.99*test.fs/2; test.ch=1; test.nch=1;
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test.bits_in=32;
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end
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if test.ch == 0
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test.ch = 1+round(rand(1,1)*(test.nch-1)); % Test random channel 1..Nch
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end
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fprintf('Using parameters Fmax=%.1f kHz, Fs=%.1f, ch=%d, Nch=%d, bits_in=%d\n', ...
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test.f_max/1e3, test.fs/1e3, test.ch, test.nch, test.bits_in);
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pid = getpid();
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test.fn_in = sprintf('fr_test_in_%d.%s', pid, test.fmt);
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test.fn_out = sprintf('fr_test_out_%d.%s', pid, test.fmt);
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test.f_ref = 997;
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test.f_min = 20;
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%% Use a dense frequency grid to see -3 dB point well
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if test.quick
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n_oct = ceil(log(test.f_max/test.f_ref)/log(2)*6);
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else
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n_oct = ceil(log(test.f_max/test.f_ref)/log(2)*35);
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end
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f = logspace(log10(test.f_ref), log10(test.f_max), n_oct);
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c = f(1)/f(2);
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f_next = test.f_ref*c;
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while (f_next > test.f_min)
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f = [f_next f];
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f_next = f_next*c;
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end
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test.f = f;
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%% Tone sweep parameters
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test.is = 20e-3; % Ignore signal from tone start
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test.ie = 20e-3; % Ignore signal from tone end
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test.tr = 10e-3; % Gain ramp time for tones
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test.sm = 3; % Seek start marker from 3s from start
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test.em = 3; % Seek end marker from 3s from end
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test.mt = 0.1; % Error if marker positions delta is greater than 0.1s
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test.tc = 10; % Min. 10 cycles of sine wave for a frequency
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t_min = 0.1;
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% Use t_min or min cycles count as tone length
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test.tl = max(test.tc*1/min(f),t_min);
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test.a_db = -20;
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test.a = 10.^(test.a_db/20);
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%% Mix the input file for test and write output
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test = mix_sweep(test);
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end
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