## Fundamentals of Analog and Digital Signal ProcessingThe book is suitable to be used as a one-semester senior-level course for the undergraduate engineering technology program. However, the book could also be useful as a reference for undergraduate engineering students, science students, and practicing engineers. |

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### Contents

INTRODUCTION TO SIGNAL PROCESSING | 1 |

ANALOG SIGNALS | 9 |

LAPLACE TRANSFORM OF ANALOG SIGNALS | 29 |

ANALOG ELECTRICAL CIRCUIT SYSTEMS | 45 |

ANALOG ACTIVE FILTER DESIGN | 75 |

FOURIER SERIES AND FOURIER TRANSFORM | 129 |

SIGNAL SAMPLING AND QUANTIZATION | 155 |

DIGITAL SIGNALS AND SYSTEMS | 181 |

DSP SYSTEMS AND DIGITAL FILTER REALIZATIONS | 241 |

FINITE IMPULSE RESPONSE DIGITAL FILTERS | 277 |

INFINITE IMPULSE RESPONSE DIGITAL FILTERS | 319 |

REFERENCES | 373 |

APPENDIX B NORMALIZED BUTTERWORTH AND CHEBYSHEV FUNCTIONS | 383 |

ANALOG PASSIVE FILTER DESIGN | 389 |

SOME USEFUL MATHEMATICAL FORMULAS | 419 |

437 | |

### Common terms and phrases

amplitude spectrum analog filter analog signal Applying audio bandpass filter bandstop filter bilinear transformation Butterworth filter calculated capacitor center frequency Chebyshev filter circuit compute convolution cutoff frequency Determine the transfer difference equation digital filter digital signal processing DSP system exponential filter design FIR filter FIR filter coefficients first-order following specifications Fourier series Fourier transform Frequency Hz given Hamming window highpass filter impedance scaling impulse response initial conditions input linear lowpass filter lowpass prototype magnitude and phase magnitude frequency response magnitude response MATLAB MATLAB function MATLAB program obtain passband passband gain Passband ripple phase frequency responses phase responses plot the magnitude poles quantization radians radians/second realization sampled signal sampling rate second-order sequence shown in Figure Solution stopband Table topology transfer function voltage waveform window function yields yn xn xn yn yn z-plane z-transform zero ππ ωω

### Popular passages

Page 441 - Waite received his MS and Ph.D. degrees in Electrical Engineering from the University of Kansas, and is Professor of Electrical Engineering at the University of Arkansas.