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view toolboxes/MIRtoolbox1.3.2/AuditoryToolbox/synlpc.m @ 0:e9a9cd732c1e tip
first hg version after svn
author | wolffd |
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date | Tue, 10 Feb 2015 15:05:51 +0000 |
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function synWave = synlpc(aCoeff,source,sr,G,fr,fs,preemp) % USAGE: synWave = synlpc(aCoeff,source,sr,G,fr,fs,preemp); % % This function synthesizes a (speech) signal based on a LPC (linear- % predictive coding) model of the signal. The LPC coefficients are a % short-time measure of the speech signal which describe the signal as the % output of an all-pole filter. This all-pole filter provides a good % description of the speech articulators; thus LPC analysis is often used in % speech recognition and speech coding systems. The LPC analysis is done % using the proclpc routine. This routine can be used to verify that the % LPC analysis produces the correct answer, or as a synthesis stage after % first modifying the LPC model. % % The results of LPC analysis are a new representation of the signal % s(n) = G e(n) - sum from 1 to L a(i)s(n-i) % where s(n) is the original data. a(i) and e(n) are the outputs of the LPC % analysis with a(i) representing the LPC model. The e(n) term represents % either the speech source's excitation, or the residual: the details of the % signal that are not captured by the LPC coefficients. The G factor is a % gain term. % % LPC synthesis produces a monaural sound vector (synWave) which is % sampled at a sampling rate of "sr". The following parameters are mandatory % aCoeff - The LPC analysis results, a(i). One column of L+1 numbers for each % frame of data. The number of rows of aCoeff determines L. % source - The LPC residual, e(n). One column of sr*fs samples representing % the excitation or residual of the LPC filter. % G - The LPC gain for each frame. % % The following parameters are optional and default to the indicated values. % fr - Frame time increment, in ms. The LPC analysis is done starting every % fr ms in time. Defaults to 20ms (50 LPC vectors a second) % fs - Frame size in ms. The LPC analysis is done by windowing the speech % data with a rectangular window that is fs ms long. Defaults to 30ms % preemp - This variable is the epsilon in a digital one-zero filter which % serves to preemphasize the speech signal and compensate for the 6dB % per octave rolloff in the radiation function. Defaults to .9378. % % This code was graciously provided by: % Delores Etter (University of Colorado, Boulder) and % Professor Geoffrey Orsak (Southern Methodist University) % It was first published in % Orsak, G.C. et al. "Collaborative SP education using the Internet and % MATLAB" IEEE SIGNAL PROCESSING MAGAZINE Nov. 1995. vol.12, no.6, pp. % 23-32. % Modified and debugging plots added by Kate Nguyen and Malcolm Slaney % (c) 1998 Interval Research Corporation % A more complete set of routines for LPC analysis can be found at % http://www.ee.ic.ac.uk/hp/staff/dmb/voicebox/voicebox.html if (nargin < 5), fr = 20; end; if (nargin < 6), fs = 30; end; if (nargin < 7), preemp = .9378; end; msfs = round(sr*fs/1000); msfr = round(sr*fr/1000); msoverlap = msfs - msfr; ramp = [0:1/(msoverlap-1):1]'; [L1 nframe] = size(aCoeff); % L1 = 1+number of LPC coeffs [row col] = size(source); if(row==1 | col==1) % continous stream; must be % windowed postFilter = 0; duration = length(source); frameIndex = 1; for sampleIndex=1:msfr:duration-msfs+1 resid(:,frameIndex) = source(sampleIndex:(sampleIndex+msfs-1))'; frameIndex = frameIndex+1; end else postFilter = 1; resid = source; end [row col] = size(resid); %if ~(col==nframe) % error('synLPC: numbers of LPC frames and source frames do not match'); if col<nframe nframe=col; end for frameIndex=1:nframe % Calculate the filter response % by evaluating the z-transform % if 1 % gain=0; % cft=0:(1/255):1; % for index=1:L1-1 % gain = gain + aCoeff(index,frameIndex)*exp(-i*2*pi*cft).^index; % end % gain = abs(1./gain); % spec(:,frameIndex) = 20*log10(gain(1:128))'; % plot(20*log10(gain)); % title(frameIndex); % drawnow; % end % Calculate the filter response % from the filter's impulse % response (to check above). % if 0 % impulseResponse = filter(1, aCoeff(:,frameIndex), [1 zeros(1,255)]); % freqResp = 20*log10(abs(fft(impulseResponse))); % plot(freqResp); % end A = aCoeff(:,frameIndex); residFrame = resid(:,frameIndex)*G(frameIndex); synFrame = filter(1, A', residFrame); % synthesize speech from LPC % coeffs if(frameIndex==1) % add synthesize frames using a synWave = synFrame(1:msfr); % trapezoidal window else synWave = [synWave; overlap+synFrame(1:msoverlap).*ramp; ... synFrame(msoverlap+1:msfr)]; end if(frameIndex==nframe) synWave = [synWave; synFrame(msfr+1:msfs)]; else overlap = synFrame(msfr+1:msfs).*flipud(ramp); end %length(synWave) end; if(postFilter) synWave = filter(1, [1 -preemp], synWave); end