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Titlebook: Digital Signal Processing; A Student‘s Guide Trevor J. Terrell,Lik-Kwan Shark Textbook 1996Latest edition Macmillan Publishers Limited 1996

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书目名称Digital Signal Processing
副标题A Student‘s Guide
编辑Trevor J. Terrell,Lik-Kwan Shark
视频video
图书封面Titlebook: Digital Signal Processing; A Student‘s Guide Trevor J. Terrell,Lik-Kwan Shark Textbook 1996Latest edition Macmillan Publishers Limited 1996
描述Digital signal processing (DSP) systems have developed at a rapid pace over the past two decades, and in recent years they have made a considerable impact in many areas of signal processing applications. DSP techniques play a significant role in the development and effective operation of networked super information highways, and undoubtedly DSP systems will be increasingly applied in response to the ever-growing market demand to provide and rapidly process more and more signal-data transmitted over various forms of communication channel.To promote and sustain such advances, there is a continuing requirement for engineers, scientists and technologists to have a good working knowledge of DSP concepts, design methods and practical implementation considerations. DSP therefore forms a significant part of the core material in many technician, undergraduate and postgraduate courses, especially those offered in electronic and engineering and computing disciplines.This book provides a basic student‘s guide to DSP and associated practical applications. Throughout, theoretical and practical concepts of DSP are presented in an introductory summary format, underpinned and demonstrated by more t
出版日期Textbook 1996Latest edition
关键词digital signal processing; digital signal processor; discrete Fourier transform (DFT); Fourier transfor
版次1
doihttps://doi.org/10.1007/978-1-349-13735-0
copyrightMacmillan Publishers Limited 1996
The information of publication is updating

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The Discrete Fourier Transform,esign of a processing system to give the desired output. There are several different mathematical tools for carrying out these two tasks. A time-domain approach was presented in Chapter 1, where a sampled input signal was represented by a weighted unit-impulse train and a DSP system was described by
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Digital Filters,n. It was explained that the in-band unwanted signal at 3 kHz should be removed (filtered out) to produce the wanted signal at 1 kHz. It will therefore be appreciated that a digital filter may be regarded as a DSP system that selectively modifies the frequency components of a signal according to spe
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z-Transforms,ing the s-plane representation to analyse a sampled signal or sampled-data system due to their characteristic infinite number of complementary frequency spectra. Let us consider a sinusoidal signal cosω .t which, using Euler’s identity (e. = cosθ ± jsinθ), can be expressed as
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