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Jab zindage shuru hoge by abu yahya
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introduction to digital signal and system analysis
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Skilful Thinking An Introduction to Philosophical Skills
Skilful Thinking
 An Introduction to Philosophical SkillsGJ Rossouw (ed.) | ||||||||||||||||||
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English Course
1-Misplaced Modifiers
2-Preci Writing Method
3-Presentation Making
4-Run On Sentences
5-Subject Verb Agreement
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Let Us C
This Book Is Related To Programming Console based.....\
Let Us C By Yashvant Kanetkar
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Intro to Digital Signal Processing
Table Of Content
| Preface | p. xi | ||
| Acknowledgements | p. xii | ||
| The basics | p. 1 | ||
| Chapter preview | p. 1 | ||
| Analogue signal processing | p. 1 | ||
| An alternative approach | p. 2 | ||
| The complete DSP system | p. 3 | ||
| Recap | p. 7 | ||
| Digital data processing | p. 7 | ||
| The running average filter | p. 7 | ||
| Representation of processing systems | p. 9 | ||
| Self-assessment test | p. 10 | ||
| Feedback (or recursive) filters | p. 10 | ||
| Self-assessment test | p. 12 | ||
| Chapter summary | p. 13 | ||
| Problems | p. 13 | ||
| Discrete signals and systems | p. 16 | ||
| Chapter preview | p. 16 | ||
| Signal types | p. 16 | ||
| The representation of discrete signals | p. 17 | ||
| Self-assessment test | p. 21 | ||
| Recap | p. 21 | ||
| The z-transform | p. 22 | ||
| z-Transform tables | p. 24 | ||
| Self-assessment test | p. 24 | ||
| The transfer function for a discrete system | p. 24 | ||
| Self-assessment test | p. 28 | ||
| MATLAB and signals and systems | p. 29 | ||
| Recap | p. 30 | ||
| Digital signal processors and the z-domain | p. 31 | ||
| FIR filters and the z-domain | p. 33 | ||
| IIR filters and the z-domain | p. 34 | ||
| Self-assessment test | p. 38 | ||
| Recap | p. 39 | ||
| Chapter summary | p. 39 | ||
| Problems | p. 40 | ||
| The z-plane | p. 41 | ||
| Chapter preview | p. 41 | ||
| Poles, zeros and the s-plane | p. 41 | ||
| Pole-zero diagrams for continuous signals | p. 42 | ||
| Self-assessment test | p. 45 | ||
| Recap | p. 45 | ||
| From the s-plane to the z-plane | p. 46 | ||
| Stability and the z-plane | p. 47 | ||
| Discrete signals and the z-plane | p. 49 | ||
| Zeros | p. 52 | ||
| The Nyquist frequency | p. 54 | ||
| Self-assessment test | p. 55 | ||
| The relationship between the Laplace and z-transform | p. 55 | ||
| Recap | p. 57 | ||
| The frequency response of continuous systems | p. 58 | ||
| Self-assessment test | p. 61 | ||
| The frequency response of discrete systems | p. 62 | ||
| Unstable systems | p. 67 | ||
| Self-assessment test | p. 68 | ||
| Recap | p. 68 | ||
| Chapter summary | p. 69 | ||
| Problems | p. 70 | ||
| The design of IIR filters | p. 71 | ||
| Chapter preview | p. 71 | ||
| Filter basics | p. 71 | ||
| FIR and IIR filters | p. 73 | ||
| The direct design of IIR filters | p. 73 | ||
| Self-assessment test | p. 78 | ||
| Recap | p. 79 | ||
| The design of IIR filters via analogue filters | p. 79 | ||
| The bilinear transform | p. 79 | ||
| Self-assessment test | p. 84 | ||
| The impulse-invariant method | p. 84 | ||
| Self-assessment test | p. 89 | ||
| Pole-zero mapping | p. 89 | ||
| Self-assessment test | p. 91 | ||
| MATLAB and s-to-z transformations | p. 92 | ||
| Classic analogue filters | p. 92 | ||
| Frequency transformation in the s-domain | p. 94 | ||
| Frequency transformation in the z-domain | p. 95 | ||
| Self-assessment test | p. 97 | ||
| Recap | p. 97 | ||
| Practical realization of IIR filters | p. 98 | ||
| Chapter summary | p. 100 | ||
| Problems | p. 100 | ||
| The design of FIR filters | p. 102 | ||
| Chapter preview | p. 102 | ||
| Introduction | p. 102 | ||
| Phase-linearity and FIR filters | p. 102 | ||
| Running average filters | p. 106 | ||
| The Fourier transform and the inverse Fourier transform | p. 107 | ||
| The design of FIR filters using the Fourier transform or 'windowing' method | p. 110 | ||
| Windowing and the Gibbs phenomenon | p. 116 | ||
| Highpass, bandpass and bandstop filters | p. 118 | ||
| Self-assessment test | p. 118 | ||
| Recap | p. 119 | ||
| The discrete Fourier transform and its inverse | p. 119 | ||
| The design of FIR filters using the 'frequency sampling' method | p. 124 | ||
| Self-assessment test | p. 128 | ||
| Recap | p. 128 | ||
| The fast Fourier transform and its inverse | p. 128 | ||
| MATLAB and the FFT | p. 132 | ||
| Recap | p. 134 | ||
| A final word of warning | p. 134 | ||
| Chapter summary | p. 135 | ||
| Problems | p. 135 | ||
| Answers to self-assessment tests and problems | p. 137 | ||
| References and bibliography | p. 153 | ||
| Some useful Laplace and z-transforms | p. 155 | ||
| Frequency transformations in the s- and z - domains | p. 156 | ||
| Index | p. 159 |
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Introduction to Digital Signal Processing Bob Meddins.pdfFriday, 2 August 2013
Deitel & Deitel Programming C++
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