No BSD License
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Blackman(M);
M-point Blackman window
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Hr_Type1(h);
Computes Amplitude response Hr(w) of a Type-1 LP FIR filter
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Hr_Type2(h);
Computes Amplitude response of Type-2 LP FIR filter
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Hr_Type3(h);
Computes Amplitude response Hr(w) of a Type-3 LP FIR filter
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Hr_Type4(h);
Computes Amplitude response of Type-4 LP FIR filter
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[y,H]=conv_tp(h,x)
Linear Convolution using Toeplitz Matrix
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afd_butt(Wp,Ws,Rp,As);
Analog Lowpass Filter Design: Butterworth
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afd_chb1(Wp,Ws,Rp,As);
Analog Lowpass Filter Design: Chebyshev-1
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afd_chb2(Wp,Ws,Rp,As);
Analog Lowpass Filter Design: Chebyshev-2
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afd_elip(Wp,Ws,Rp,As);
Analog Lowpass Filter Design: Elliptic
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cas2dir(b0,B,A);
CASCADE-to-DIRECT form conversion
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casfiltr(b0,B,A,x);
CASCADE form realization of IIR and FIR filters
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cheb1hpf(wp,ws,Rp,As)
IIR Highpass filter design using Chebyshev-1 prototype
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circevod(x)
signal decomposition into circular-even and circular-odd parts
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circonvt(x1,x2,N)
N-point circular convolution between x1 and x2: (time-domain)
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cirshftt(x,m,N)
Circular shift of m samples wrt size N in sequence x: (time domain)
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conv_m(x,nx,h,nh)
Modified convolution routine for signal processing
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cplxcomp(p1,p2)
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db2delta(Rp,As)
Conversion from Relative dB specs to Absolute delta specs.
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delta2db(delta1,delta2)
Conversion from Absolute delta specs to Relative dB specs
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dfs(xn,N)
Computes Discrete Fourier Series Coefficients
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dft(xn,N)
Computes Discrete Fourier Transform
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dir2cas(b,a);
DIRECT-form to CASCADE-form conversion (cplxpair version)
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dir2fs(h)
Direct form to Frequency Sampling form conversion
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dir2ladr(b,a)
IIR Direct form to pole-zero Lattice/Ladder form Conversion
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dir2latc(b)
FIR Direct form to All-Zero Lattice form Conversion
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dir2par(b,a);
DIRECT-form to PARALLEL-form conversion
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evenodd(x,n)
Real signal decomposition into even and odd parts
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freqs_m(b,a,wmax);
Computation of s-domain frequency response: Modified version
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freqz_m(b,a);
Modified version of freqz subroutine
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hsolpsav(x,h,N)
High-speed Overlap-Save method of block convolutions using FFT
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ideal_lp(wc,M);
Ideal LowPass filter computation
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idfs(Xk,N)
Computes Inverse Discrete Fourier Series
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idft(Xk,N)
Computes Inverse Discrete Transform
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imp_invr(c,d,T)
Impulse Invariance Transformation from Analog to Digital Filter
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impseq(n0,n1,n2)
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ladr2dir(K,C)
Lattice/Ladder form to IIR Direct form Conversion
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ladrfilt(K,C,x)
LATTICE/LADDER form realization of IIR filters
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latc2dir(K)
All-Zero Lattice form to FIR Direct form Conversion
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latcfilt(K,x)
LATTICE form realization of FIR filters
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lms(x,d,delta,N)
LMS Algorithm for Coefficient Adjustment
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mod(n,N)
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mulaw_c(s,mu)
mu-law compressor
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mulaw_e(yq,B,mu)
mu-law expander
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ovrlpsav(x,h,N)
Overlap-Save method of block convolution
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par2dir(C,B,A);
PARALLEL-to-DIRECT form conversion
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parfiltr(C,B,A,x);
PARALLEL form realization of IIR filters
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pfe2rfz(R,P,C)
Rational function from Partial Fraction Expansions in z-Domain
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quantize(y,B)
Quantize signal to B bits
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rf2pfez(b,a);
Partial Fraction Expansion from rational function in z-Domain
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sdir2cas(b,a);
DIRECT-form to CASCADE-form conversion in s-plane
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sigadd(x1,n1,x2,n2)
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sigfold(x,n)
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sigmult(x1,n1,x2,n2)
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sigshift(x,m,n0)
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stepseq(n0,n1,n2)
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u_buttap(N,Omegac);
Unnormalized Butterworth Analog Lowpass Filter Prototype
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u_chb1ap(N,Rp,Omegac);
Unnormalized Chebyshev-1 Analog Lowpass Filter Prototype
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u_chb2ap(N,As,Omegac);
Unnormalized Chebyshev-2 Analog Lowpass Filter Prototype
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u_elipap(N,Rp,As,Omegac);
Unnormalized Elliptic Analog Lowpass Filter Prototype
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zmapping(bZ,aZ,Nz,Dz)
Frequency band Transformation from Z-domain to z-domain
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ampresbl.m
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ampresbr.m
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ampreshm.m
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ampreshn.m
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ampreska.m
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ampresrc.m
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contents.m
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errorfun.m
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ex020100.m
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type4_ir.m
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| File Information |
| Description |
Intended for use as a supplement in junior or senior-level undergraduate courses on DSP, this book aims to integrate traditional topics in DSP with MATLAB to explore difficult topics and solve problems. |
| Acknowledgements |
This submission has inspired the following:
Ingle & Proakis Chapter 2 Solutions, Ingle & Proakis Chapter 3 Solutions
|
| MATLAB release |
MATLAB 5.2 (R10)
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