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wiley出版的数字信号处理和滤波器设计入门高清英文原版书

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发表于 2016-11-23 11:14 | 只看该作者 回帖奖励 |倒序浏览 |阅读模式

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数字信号处理和滤波器设计入门的经典教材,目录如下:
9 u7 a; |& I6 ~# t% A) MPreface xi
8 g/ N+ {2 r  y% }6 N0 j1 Introduction 12 R9 a3 J# [6 d* Z
1.1 Introduction 14 y, j9 v9 H7 x/ m6 I
1.2 Applications of DSP 17 I5 r( q  l! I8 L6 q
1.3 Discrete-Time Signals 3
4 p8 N# r. P- V# K1.3.1 Modeling and Properties of Discrete-Time Signals 8
4 j; ?% `+ J8 W& u; U' z1.3.2 Unit Pulse Function 9
1 X1 ]% k4 Z1 A& s1.3.3 Constant Sequence 10, ~/ k0 K" Y0 I- Z! v. j) b$ ^
1.3.4 Unit Step Function 10
% D2 ]/ x! T; F# g& `4 O) O# r1.3.5 Real Exponential Function 123 g9 x, O$ a2 X' I; m
1.3.6 Complex Exponential Function 12
( p. ^( w2 b7 l. U9 q7 A1.3.7 Properties of cos(ω0n) 14
( ?% O, U5 V- Q( y1.4 History of Filter Design 194 c  {( D2 M$ @2 h+ r0 M1 h4 K
1.5 Analog and Digital Signal Processing 231 H; g9 J* D3 t3 I& e
1.5.1 Operation of a Mobile Phone Network 25* q& J4 H& E/ t" l; i. V% a
1.6 Summary 285 p- I: t7 j8 b5 y7 G
Problems 29( F( I7 _, z( E
References 30: h% t3 T4 w; P
2 Time-Domain Analysis and z Transform 32
: W1 H, B+ @3 {: [, {4 U2.1 A Linear, Time-Invariant System 32
) t  I1 G* A$ o: O  q  L2.1.1 Models of the Discrete-Time System 33, S/ u& N" c2 l+ ]* A" B
2.1.2 Recursive Algorithm 36
: P( e* F! t6 C) r9 ^2.1.3 Convolution Sum 38) O3 k1 U8 K" Q! Z# z/ v) c8 ]- a
2.2 z Transform Theory 41! V; e1 A- X" M# j; a
2.2.1 Definition 41
/ N" S- Y# E2 y" M+ k( r4 z- S2.2.2 Zero Input and Zero State Response 490 [, e! p( O. @7 q* O  A3 k
2.2.3 Linearity of the System 50$ E. q9 _; C6 S$ x# K/ I
2.2.4 Time-Invariant System 50
$ ^8 G" `- r5 D3 n- M8 R3 {* k2.3 Using z Transform to Solve Difference Equations 51
: J/ u& P. B* r! |7 L9 e" B2.3.1 More Applications of z Transform 56  y0 I# L' W/ p; h
2.3.2 Natural Response and Forced Response 58
& z; L6 h: i/ y6 J% @2.4 Solving Difference Equations Using the Classical Method 59
3 f+ T( i8 K: g2 _+ Z; M8 c2.4.1 Transient Response and Steady-State Response 63
# c3 I! h, t6 G# |2.5 z Transform Method Revisited 64
+ I2 J$ j  k/ A! w- \7 b8 V$ ]2.6 Convolution Revisited 65+ g2 N( ~/ u$ Q! u) ?& V
2.7 A Model from Other Models 70# C' k. a" g- |# B' G6 H$ N. \
2.7.1 Review of Model Generation 72' q! ?1 c! G! B0 a
2.8 Stability 77
& Z+ O6 U/ E4 m7 I2.8.1 Jury–Marden Test 78
+ k2 T8 X* P! k& s, m9 p  M: p2.9 Solution Using MATLAB Functions 816 {" h7 A) Z% {- m4 i
2.10 Summary 93
, M: |+ F3 Q% h4 r% CProblems 94
  v" s' X7 p& s* j: o9 ~7 dReferences 110
4 a( ]4 W1 y7 b- J( Q! F7 J1 T3 Frequency-Domain Analysis 112
8 Q! L" c# l7 e3.1 Introduction 112
# L: g: k% {' k* V- Y* W% Y5 Z4 j1 v3.2 Theory of Sampling 113
, u" a' l6 a% o3.2.1 Sampling of Bandpass Signals 120/ Y# @+ }& R; f7 `
3.3 DTFT and IDTFT 122
0 M" N% Q- t, f0 |/ c6 A" k* _3.3.1 Time-Domain Analysis of Noncausal Inputs 125
8 {: E' v( p3 U/ U, w3 p3.3.2 Time-Shifting Property 127* o; K: H5 A+ l
3.3.3 Frequency-Shifting Property 127( g1 K% V8 }! y% M
3.3.4 Time Reversal Property 1286 z/ d+ {9 t( u+ _+ |
3.4 DTFT of Unit Step Sequence 1386 s0 W& ^1 C; M6 x) O
3.4.1 Differentiation Property 139% _3 x3 q' @/ l! U: @$ l
3.4.2 Multiplication Property 142
' ?0 S; r% L4 a+ h3.4.3 Conjugation Property 1459 i2 w/ N" E6 N& e) X
3.4.4 Symmetry Property 145
' O' ~2 Y% b& ], g+ i+ s* W3.5 Use of MATLAB to Compute DTFT 147
3 z( n  t, G$ r5 C3 p3.6 DTFS and DFT 154$ D, _3 |" ]4 }9 N& K
3.6.1 Introduction 154
: T  O5 G9 N! i3.6.2 Discrete-Time Fourier Series 156
. |) d8 K# Q- r8 ]& q+ u4 i& h3.6.3 Discrete Fourier Transform 159; Z2 V" Q, [. C
3.6.4 Reconstruction of DTFT from DFT 160
7 l  i  J9 `1 A8 L, g3.6.5 Properties of DTFS and DFT 161: F! s' p+ c( ]  \" O
3.7 Fast Fourier Transform 170
  H+ C- q  D$ W2 r8 p3.8 Use of MATLAB to Compute DFT and IDFT 172
/ o" w& s- j$ t3.9 Summary 1772 E* [* _0 ]9 O' h0 h* u& x4 z7 m
Problems 178
) i! l6 Y9 m( M# Y0 RReferences 185
5 E. T* L$ B* ?% q: d4 Infinite Impulse Response Filters 186
0 `6 R3 c  f  P& X5 \! B' @1 ~4.1 Introduction 186
9 Q4 C# z: K  U# Z. S5 j# G* Q4 D! B4.2 Magnitude Approximation of Analog Filters 1893 d1 x% X+ T) z$ T" M# ~
4.2.1 Maximally Flat and Butterworth Approximation 191" }6 J" q8 R8 G6 K
4.2.2 Design Theory of Butterworth Lowpass Filters 194
2 @9 p& d) P8 h4.2.3 Chebyshev I Approximation 202) z' w0 e0 r' q+ l7 _3 a
4.2.4 Properties of Chebyshev Polynomials 202" G4 J3 T5 A* ?. F! G2 D, r' g
4.2.5 Design Theory of Chebyshev I Lowpass Filters 204) s) x: R0 Q; |5 \) J& n
4.2.6 Chebyshev II Approximation 208% @9 b9 E+ p7 n( _$ \, A
4.2.7 Design of Chebyshev II Lowpass Filters 210% q4 t5 d# W5 P
4.2.8 Elliptic Function Approximation 212$ i- _5 d2 H4 J- O
4.3 Analog Frequency Transformations 212
3 \5 Y5 g' K6 i6 Q" l. B( m4.3.1 Highpass Filter 212
( A4 \7 H2 D$ @# H4 O" }, ?1 V4.3.2 Bandpass Filter 213& }4 ]; d0 @# u8 q* i1 H
4.3.3 Bandstop Filter 2163 g, x; n4 N7 p0 k) N7 t& p, U
4.4 Digital Filters 219* V7 @4 _3 O. F; _6 M
4.5 Impulse-Invariant Transformation 219
: J5 V& [3 M$ }4.6 Bilinear Transformation 2219 h7 H9 ~% Y& F5 E0 X* {! u! q
4.7 Digital Spectral Transformation 2262 u$ L6 u9 K4 b; S$ P, A
4.8 Allpass Filters 230
) _' m8 g2 G6 @! N! A. R4.9 IIR Filter Design Using MATLAB 2313 ^3 ]8 `# e: x! ~, G1 ~
4.10 Yule–Walker Approximation 238
/ s: o$ e" g0 N8 H# A4.11 Summary 240
; b, W  C( p/ U( {, I9 {Problems 240
" X/ z8 P+ u4 y' X4 rReferences 247
  p& J9 t/ c( L+ o$ _, E5 Finite Impulse Response Filters 2495 e% O" l; ?+ D" t" `6 s" Q+ P
5.1 Introduction 249
) G* W) ^& c( E- v5.1.1 Notations 250, N5 V6 I' B% _$ x2 c
5.2 Linear Phase Fir Filters 251
/ h+ N6 S4 x9 K5.2.1 Properties of Linear Phase FIR Filters 256" d2 }( d3 A' }- m* u$ F4 Q
5.3 Fourier Series Method Modified by Windows 2614 D! ?8 k7 r+ s) w$ e2 V. [
5.3.1 Gibbs Phenomenon 263$ j1 {0 {& b' p+ L7 a7 u6 f8 j# `
5.3.2 Use of Window Functions 266! i* P) q: t8 g3 o( o0 |* v
5.3.3 FIR Filter Design Procedures 268
4 k$ h4 e" h& V" `) A7 j5.4 Design of Windowed FIR Filters Using MATLAB 273" x. P! }/ ]7 z5 C: O! n# T
5.4.1 Estimation of Filter Order 273
+ |1 \( M" j6 a$ q7 X5.4.2 Design of the FIR Filter 275
1 ^; Q$ h6 T/ w5 y8 _! k. b. S; k/ h5.5 Equiripple Linear Phase FIR Filters 280; Y! U/ P$ l% ]- [  j
5.6 Design of Equiripple FIR Filters Using MATLAB 2859 Z: f5 q. r; O" c
5.6.1 Use of MATLAB Program to Design Equiripple FIR Filters 285
: |: i+ U# k3 a  l( s, p5.7 Frequency Sampling Method 289
* Q" h: _% E: L: w0 {" k7 h5 j8 y5.8 Summary 292
7 S; f$ l. K9 u) B2 ^( Y& q' HProblems 294! p( u0 E: L* g3 v
References 301
6 a$ d! Q' ]. B. `2 V6 Filter Realizations 303
2 Z, v0 w6 ^7 X5 ^& T6.1 Introduction 303
" q( A- d5 R6 G6.2 FIR Filter Realizations 305- u9 S* K) Y" F
6.2.1 Lattice Structure for FIR Filters 309
: |* ~0 M  J( L1 V# d7 q1 t6.2.2 Linear Phase FIR Filter Realizations 310
# K8 ~: ~  Y$ X9 U8 z! D6.3 IIR Filter Realizations 312
+ h2 S' [, l  D9 G9 p' R$ |9 W) ]6.4 Allpass Filters in Parallel 320
; T. H) y0 o3 I3 p) n( C0 P6.4.1 Design Procedure 325
9 m8 X/ c; c" i9 q9 E6.4.2 Lattice–Ladder Realization 326
: x- ^2 e1 C" [5 r# K6.5 Realization of FIR and IIR Filters Using MATLAB 327
" Y1 N. `. C4 g+ q0 @2 X6.5.1 MATLAB Program Used to Find Allpass Filters in Parallel 334
6 r& `7 B% v# k' c" u- G6.6 Summary 346, g% n! M2 w; X$ n; [
Problems 3474 ]! r" S: c+ A. f$ M
References 353
3 L* w, o! M7 l/ B! X/ z# u7 g7 Quantized Filter Analysis 354
& |- X  y* `/ O6 H) Q" |9 b7.1 Introduction 354% q: `( p) F( A' i" ]
7.2 Filter Design–Analysis Tool 355
3 [" v$ K0 w3 L$ J7.3 Quantized Filter Analysis 360
  G: y& u) ^, [: L7 x+ \7.4 Binary Numbers and Arithmetic 360
+ l* c) a! A1 F( z' h$ a! p9 @0 c7.5 Quantization Analysis of IIR Filters 367( h) B* W  t7 L* g& B9 m) I- J
7.6 Quantization Analysis of FIR Filters 375
( A/ M- L6 r0 i6 Z7.7 Summary 379; Q4 r8 j; t* C% }' C9 z, j
Problems 379$ V& F0 h- N/ _$ G2 O, v/ X( |
References 379
( W* z. f- A& ?/ v8 Hardware Design Using DSP Chips 381$ |/ K1 I; U6 Q- O9 p  m
8.1 Introduction 381
8 g8 J3 E; p7 B4 @/ s0 F- O8.2 Simulink and Real-Time Workshop 381
% _! |& j8 T0 a6 K8.3 Design Preliminaries 3834 |) R$ _& o6 B. u. b
8.4 Code Generation 3850 t# L8 q( j. g% u3 W3 J8 t
8.5 Code Composer Studio 386
; c! i) S1 b6 J! \1 W8.6 Simulator and Emulator 388* e: }! K; {0 l1 x# N
8.6.1 Embedded Target with Real-Time Workshop 389+ X' ]5 E7 x5 E# D: T) A( v
8.7 Conclusion 389
; E/ m2 G; ^$ {1 R6 L. x5 cReferences 390
, N: s9 |7 J" ?3 s3 J' |  N! }, ?9 MATLAB Primer 391
1 B& l+ S6 w" }- @( k7 u. w9.1 Introduction 391: d$ e1 b% E# {9 e1 ^# K. p$ `
9.1.1 Vectors, Arrays, and Matrices 392
( f' B, U/ O. @* o+ X9.1.2 Matrix Operations 393
  n$ z" c' F( Z- u9.1.3 Scalar Operations 398
; [' R: U. P6 u) K, c9.1.4 Drawing Plots 400
4 i, {7 v7 `# y0 ]; o9.1.5 MATLAB Functions 400
! j8 `# i7 }: Q3 g7 j- j$ \  [9.1.6 Numerical Format 401( d( E( Z6 F/ D4 G8 K7 @4 x
9.1.7 Control Flow 402$ `( j: b; [/ X! r9 k
9.1.8 Edit Window and M-file 403- O) K) Y0 _1 e# ]" `8 t
9.2 Signal Processing Toolbox 405
- f! Q3 I2 r+ Q9.2.1 List of Functions in Signal Processing Toolbox 4067 o3 C$ `2 d; E( x
References 414" V1 M; \# B" w: p' ]# P
Index 415
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