连续与离散时间信号与系统（英文版）

图书标准信息

• 作者 [加]曼达尔、[加]阿赛夫 著
• 出版社 人民邮电出版社
• 出版时间 2010-04
• 版次 1
• ISBN 9787115223944
• 定价 119.00元
• 装帧 平装
• 开本 16开
• 纸张 胶版纸
• 页数 865页
• 字数 880千字
• 正文语种 英语
• 丛书 图灵原版电子与电气工程系列

【内容简介】

信号与系统是电子电气和计算机领域一个非常重要的基础性课程，在各领域有着非常广泛的应用。《连续与离散时间信号与系统(英文版)》是剑桥大学出版社最新推出的教材，涵盖了连续时间（CT）与离散时间（DT）信号与系统的方方面面。全书内容分为三大部分，分别为信号与系统概述、连续时间信号与系统，以及离散时间信号与系统。书中包含大量例题和习题，供学生巩固所学内容。
《连续与离散时间信号与系统(英文版)》既可作为高等院校电子电气等相关专业高年级本科生或研究生的教材，又可作为在职电子电气工程师的参考资料，是迄今为止信号与系统最全面的参考教材！

【作者简介】

曼达尔（MrinalMandal），加拿大阿尔伯塔大学电气与计算机工程系副教授。主要研究兴趣包括多媒体信号处理、医用图像与视频分析、图像与视频压缩，以及用于实时信号与图像处理的VLSI架构。
AmirAsif：加拿大约克大学计算机科学与工程系副教授。主要研究领域是统计信号处理及其在图像与视频处理、多媒体通信以及生物信息学中的应用，尤其专注于视频压缩、点阵成像探测、基因信号处理，以及分块带状矩阵技术。

【目录】

Contents
Prefacepagexi
PartIIntroductiontosignalsandsystems1
1Introductiontosignals3
1.1Classificationofsignals5
1.2Elementarysignals25
1.3Signaloperations35
1.4SignalimplementationwithMATLAB47
1.5Summary51
Problems53
2Introductiontosystems62
2.1Examplesofsystems63
2.2Classificationofsystems72
2.3Interconnectionofsystems90
2.4Summary93
Problems94

PartIIContinuous-timesignalsandsystems101
3Time-domainanalysisofLTICsystems103
3.1RepresentationofLTICsystems103
3.2RepresentationofsignalsusingDiracdeltafunctions112
3.3Impulseresponseofasystem113
3.4Convolutionintegral116
3.5Graphicalmethodforevaluatingtheconvolutionintegral118
3.6Propertiesoftheconvolutionintegral125
3.7ImpulseresponseofLTICsystems127
3.8ExperimentswithMATLAB131
3.9Summary135
Problems137
4SignalrepresentationusingFourierseries141
4.1Orthogonalvectorspace142
4.2Orthogonalsignalspace143
4.3Fourierbasisfunctions149
4.4TrigonometricCTFS153
4.5ExponentialFourierseries163
4.6PropertiesofexponentialCTFS169
4.7ExistenceofFourierseries177
4.8ApplicationofFourierseries179
4.9Summary182
Problems184
5Continuous-timeFouriertransform193
5.1CTFTforaperiodicsignals193
5.2ExamplesofCTFT196
5.3InverseFouriertransform209
5.4Fouriertransformofreal，even，andoddfunctions211
5.5PropertiesoftheCTFT216
5.6ExistenceoftheCTFT231
5.7CTFTofperiodicfunctions233
5.8CTFScoefficientsassamplesofCTFT235
5.9LTICsystemsanalysisusingCTFT237
5.10MATLABexercises246
5.11Summary251
Problems253
6Laplacetransform261
6.1Analyticaldevelopment262
6.2UnilateralLaplacetransform266
6.3InverseLaplacetransform273
6.4PropertiesoftheLaplacetransform276
6.5Solutionofdifferentialequations288
6.6Characteristicequation，zeros，andpoles293
6.7PropertiesoftheROC295
6.8StableandcausalLTICsystems298
6.9LTICsystemsanalysisusingLaplacetransform305
6.10Blockdiagramrepresentations307
6.11Summary311
Problems313
7Continuous-timefilters320
7.1Filterclassification321
7.2Non-idealfiltercharacteristics324
7.3DesignofCTlowpassfilters327
7.4Frequencytransformations352
7.5Summary364
Problems365
8CasestudiesforCTsystems368
8.1Amplitudemodulationofbasebandsignals369
8.2Mechanicalspringdampersystem374
8.3Armature-controlleddcmotor377
8.4Immunesysteminhumans383
8.5Summary388
Problems388

PartIIIDiscrete-timesignalsandsystems391
9Samplingandquantization393
9.1Idealimpulse-trainsampling395
9.2Practicalapproachestosampling405
9.3Quantization410
9.4Compactdisks413
9.5Summary415
Problems416
10Time-domainanalysisofdiscrete-timesystemssystems422
10.1Finite-differenceequationrepresentationofLTIDsystems423
10.2RepresentationofsequencesusingDiracdeltafunctions426
10.3Impulseresponseofasystem427
10.4Convolutionsum430
10.5Graphicalmethodforevaluatingtheconvolutionsum432
10.6Periodicconvolution439
10.7Propertiesoftheconvolutionsum448
10.8ImpulseresponseofLTIDsystems451
10.9ExperimentswithMATLAB455
10.10Summary459
Problems460
11Discrete-timeFourierseriesandtransform464
11.1Discrete-timeFourierseries465
11.2Fouriertransformforaperiodicfunctions475
11.3ExistenceoftheDTFT482
11.4DTFTofperiodicfunctions485
11.5PropertiesoftheDTFTandtheDTFS491
11.6FrequencyresponseofLTIDsystems506
11.7Magnitudeandphasespectra507
11.8Continuous-anddiscrete-timeFouriertransforms514
11.9Summary517
Problems520
12DiscreteFouriertransform525
12.1ContinuoustodiscreteFouriertransform526
12.2DiscreteFouriertransform531
12.3SpectrumanalysisusingtheDFT538
12.4PropertiesoftheDFT547
12.5ConvolutionusingtheDFT550
12.6FastFouriertransform553
12.7Summary559
Problems560
13Thez-transform565
13.1Analyticaldevelopment566
13.2Unilateralz-transform569
13.3Inversez-transform574
13.4Propertiesofthez-transform582
13.5Solutionofdifferenceequations594
13.6z-transferfunctionofLTIDsystems596
13.7RelationshipbetweenLaplaceandz-transforms599
13.8Stabiltyanalysisinthez-domain601
13.9Frequency-responsecalculationinthez-domain606
13.10DTFTandthez-transform607
13.11ExperimentswithMATLAB609
13.12Summary614
Problems616
14Digitalfilters621
14.1Filterclassification622
14.2FIRandIIRfilters625
14.3Phaseofadigitalfilter627
14.4Idealversusnon-idealfilters632
14.5Filterrealization638
14.6FIRfilters639
14.7IIRfilters644
14.8Finiteprecisioneffect651
14.9MATLABexamples657
14.10Summary658
Problems660
15FIRfilterdesign665
15.1Lowpassfilterdesignusingwindowingmethod666
15.2Designofhighpassfiltersusingwindowing684
15.3Designofbandpassfiltersusingwindowing688
15.4Designofabandstopfilterusingwindowing691
15.5OptimalFIRfilters693
15.6MATLABexamples700
15.7Summary707
Problems709
16IIRfilterdesign713
16.1IIRfilterdesignprinciples714
16.2Impulseinvariance715
16.3Bilineartransformation728
16.4Designinghighpass，bandpass，andbandstopIIRfilters734
16.5IIRandFIRfilters737
16.6Summary741
Problems742
17Applicationsofdigitalsignalprocessing746
17.1Spectralestimation746
17.2Digitalaudio754
17.3Audiofiltering759
17.4Digitalaudiocompression765
17.5Digitalimages771
17.6Imagefiltering777
17.7Imagecompression782
17.8Summary789
Problems789

AppendixAMathematicalpreliminaries793
A.1Trigonometricidentities793
A.2Powerseries794
A.3Seriessummation794
A.4Limitsanddifferentialcalculus795
A.5Indefiniteintegrals795
AppendixBIntroductiontothecomplex-numbersystem797
B.1Real-numbersystem797
B.2Complex-numbersystem798
B.3Graphicalinterpertationofcomplexnumbers801
B.4Polarrepresentationofcomplexnumbers801
B.5Summary805
Problems805

AppendixCLinearconstant-coefficientdifferentialequations806
C.1Zero-inputresponse807
C.2Zero-stateresponse810
C.3Completeresponse813
AppendixDPartialfractionexpansion814
D.1Laplacetransform814
D.2Continuous-timeFouriertransform822
D.3Discrete-timeFouriertransform825
D.4Thez-transform826
AppendixEIntroductiontoMATLAB829
E.1Introduction829
E.2EnteringdataintoMATLAB831
E.3Controlstatements838
E.4Elementarymatrixoperations840
E.5Plottingfunctions842
E.6CreatingMATLABfunctions846
E.7Summary847
AppendixFAbouttheCD848
F.1Interactiveenvironment848
F.2Data853
F.3MATLABcodes854
Bibliography858
Index860