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热门代码： main.c GPIO I2C SPI UART timer interrupt ADC PWM LED
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h mot3300g.h

/* Definitions of target machine Motorola Delta 68k using GAS for GNU Compiler. Copyright (C) 1994 Free Software Foundation, Inc. This file is part of GNU CC. GNU CC is free software; you can
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asm sol2-cn.asm

! crtn.s for solaris 2.0. ! Copyright (C) 1992 Free Software Foundation, Inc. ! Written By David Vinayak Henkel-Wallace, June 1992 ! ! This file is free software; you can redistribute it and/or
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h sp64-aout.h

/* Definitions of target machine for GNU compiler, for Sun SPARC-V9 on a hypothetical a.out format machine. Copyright (C) 1994 Free Software Foundation, Inc. Contributed by Doug Evans, dje@cy
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m erb2frq.m

function frq = erb2frq(erb) %ERB2FRQ Convert ERB frequency scale to Hertz FRQ=(ERB) % frq = erb2frq(erb) converts a vector of ERB-rate values % to the corresponding frequencies in Hz. % %
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m frq2midi.m

function [n,t]=frq2midi(f) %FRQ2MIDI Convert frequencies to musical note numbers [N,T]=(F) % notes are numbered in semitones with middle C being 60 % Note 69 (the A above middle C) has a frequency
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m permutes.m

function [p,s]=permutes(n) %PERMUTES All N! permutations of 1:N + signatures [P,S]=(N) % The output P is a matrix of size (N!,N) where each row % contains a permutation of the numbers 1:N. The rows
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m frq2erb.m

function erb = frq2erb(frq) %FRQ2ERB Convert Hertz to ERB frequency scale ERB=(FRQ) % erb = frq2erb(frq) converts a vector of frequencies (in Hz) % to the corresponding values on the ERB-rate scal
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m lpcbwexp.m

function arx=lpcbwexp(ar,bw) %LPCBWEXP expand formant bandwidths of LPC filter ARX=(AR,BW) %minimum bandwidth will be BW*fs where fs is the sampling frequency %the radius of each pole will be multi
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m pcmu2lin.m

function x=pcmu2lin(p,s) %PCMU2LIN Convert Mu-law PCM to linear X=(P,S) % lin = pcmu2lin(pcmu) where pcmu contains a vector % of mu-law values in the range 0 to 255. % No checking is performed to
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m lpcra2pf.m

function pf=lpcra2pf(ra,np) %LPCAR2PF Convert AR coefs to power spectrum PF=(RA,NP) % The routine is faster if NP+1 is a power of 2 % For RA(:,p+1) the default value of np is p and the output is PF
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