Signals and systems primer with MATLAB:
Gespeichert in:
Beteilige Person: | |
---|---|
Format: | Buch |
Sprache: | Englisch |
Veröffentlicht: |
Boca Raton, Fla. [u.a.]
CRC Press
2007
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Schriftenreihe: | The electrical engineering and applied signal processing series
|
Schlagwörter: | |
Links: | http://www.loc.gov/catdir/toc/ecip0616/2006019962.html http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=015586140&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
Umfang: | 650 S. graph. Darst. 1 Beil. |
ISBN: | 0849372674 9780849372674 |
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adam_text | SIGNALS AND SYSTEMS PRIMER WITH MATLAB ALEXANDER D. POULARIKAS CRC PRESS
TAYLOR & FRANCIS CROUP BOCAE FTATON LONDON NEW YORK CRC PRESS IS AN
IMPRKIL OF THE TAYLOR & FRANCIS CROUP, AN INFORMA BUSINESS CONTENTS
CHAPTER 1 SIGNALS AND THEIR FUNCTIONAL REPRESENTATION 1 1.1 SOME
APPLICATIONS INVOLVING SIGNALS 1 1.2 FUNDAMENTAL REPRESENTATION OF
SIMPLE TIME SIGNALS 3 PERIODIC DISCRETE-TIME SIGNALS 6 NONPERIODIC
CONTINUOUS SIGNALS 7 UNIT STEP FUNCTION 7 RECTANGULAR PULSE FUNCTION 8
SINE FUNCTION 9 NONPERIODIC SPECIAL DISCRETE SIGNALS 10 DELTA FUNCTION
10 COMB FUNCTION 13 ARBITRARY SAMPLED FUNCTION 13 1.3 SIGNAL
CONDITIONING AND MANIPULATION 14 MODULATION 14 SHIFTING AND FLIPPING 14
TIME SCALING 15 WINDOWING OF SIGNALS 17 *1,4 REPRESENTATION OF SIGNALS
18 IMPORTANT DEFINITIONS AND CONEEPTS 25 CHAPTER 1 PROBLEMS 26 APPENDIX
1.1: ELEMENTARY MATRIX ALGEBRA 33 APPENDIX 1.2: COMPLEX NUMBERS 36
APPENDIX 1.1 PROBLEMS 38 APPENDIX 1.2 PROBLEMS 39 CHAPTER 2 LINEAR
CONTINUOUS-TIME SYSTEMS 41 2.1 PROPERTIES OF SYSTEMS 41 2.2 MODELING
SIMPLE CONTINUOUS SYSTEMS 43 ELECTRICAL ELEMENTS 43 ** :; CAPACITOR 43
* INDUCTOR 45 RESISTOR 47 MECHANICAL TRANSLATION ELEMENTS 48 IDEAL
MASS ELEMENT 48 SPRING 48 DAMPER 49 MECHANICAL ROTATIONAL ELEMENTS 50
INERTIAL ELEMENTS 50 SPRING 51 DAMPER 52 2.3 SOLUTIONS OF FIRST-ORDER
SYSTEMS 52 ZERO-INPUT AND ZERO-STATE SOLUTION 54 STANDARD SOLUTION
TECHNIQUES OF DIFFERENTIAL EQUATIONS 56 2.4 EVALUATION OF INTEGRATION
CONSTANTS: INITIAL CONDITIONS 63 SWITCHING OF SOURCES 64 CONSERVATION OF
CHARGE 64 CONSERVATION OF FLUX LINKAGES 64 CIRCUIT BEHAVIOR OF L AND C
65 GENERAL SWITCHING 65 2.5 BLOCK DIAGRAM REPRESENTATION 68 2.6
CONVOLUTION AND CORRELATION OF CONTINUOUS-TIME SIGNALS 71 MATCHED
FILTERS 83 CORRELATION 84 2.7 IMPULSE RESPONSE 86 IMPORTANT DEFINITIONS
AND CONCEPTS 96 CHAPTER 2 PROBLEMS 97 CHAPTER 3 DISCRETE SYSTEMS 111 3.1
DISCRETE SYSTEMS AND EQUATIONS 111 3.2 DIGITAL SIMULATION OF ANALOG
SYSTEMS 118 *3.3 DIGITAL SIMULATION OF HIGHER-ORDER DIFFERENTIAL
EQUATIONS 131 3.4 CONVOLUTION OF DISCRETE-TIME SIGNALS 135 IMPORTANT
DEFINITIONS AND CONCEPTS 141 CHAPTER 3 PROBLEMS 142 APPENDIX 3.1: METHOD
OF VARIATION OF PARAMETERS 149 APPENDIX 3.2: EULER S APPROXIMATION FOR
DIFFERENTIAL EQUATIONS 152 CHAPTER 4 PERIODIC CONTINUOUS SIGNALS AND
THEIR SPECTRUMS 157 4.1 COMPLEX FUNCTIONS 157 CONTINUOUS-TIME SIGNALS
158 DISCRETE-TIME SIGNALS 160 4.2 FOURIER SERIES OF CONTINUOUS FUNCTIONS
161 FOURIER SERIES IN COMPLEX EXPONENTIAL FORM 162 FOURIER SERIES IN
TRIGONOMETRIC FORM 165 4.3 FEATURES OF PERIODIC CONTINUOUS FUNCTIONS 169
PARSEVAL S FORMULA 169 SYMMETRIE FUNCTIONS 170 EVEN FUNETION 172 ODD
FUNETION 172 FINITE SIGNALS 172 CONVOLUTION 173 4.4 LINEAR SYSTEMS
WITH PERIODIC INPUTS 174 IMPORTANT DEFINITIONS AND CONCEPTS 180 CHAPTER
4 PROBLEMS 181 CHAPTER 5 NONPERIODIC SIGNALS AND THEIR FOURIER TRANSFORM
189 5.1 DIRECT AND INVERSE FOURIER TRANSFORM 190 REAL FUNCTIONS 194 REAL
AND EVEN FUNCTIONS 195 REAL AND ODD FUNCTIONS 196 5.2 PROPERTIES OF
FOURIER TRANSFORMS 196 LINEARITY 196 SYMMETRY 196 :* * TIME SHIFTING
199 **** SCALING 200 CENTRAL ORDINATE 200 FREQUENCY SHIFTING 202 :: :
MODULATION 202 DERIVATIVES 208 - PARSEVAL S THEOREM 213 TIME
CONVOLUTION 216 FREQUENCY CONVOLUTION 217 SUMMARY OF CONTINUOUS-TIME
FOURIER PROPERTIES 218 *5.3 SOME SPECIAL FOURIER TRANSFORM PAIRS 220
*5.4 EFFECTS OF TRUNCATION AND GIBBS PHENOMENON 225 *5.5 LINEAR
TIME-INVARIANT FILTERS 226 DISTORTIONLESS FILTER 228 IDEAL LOW-PASS
FILTER 229 IDEAL HIGH-PASS FILTER 230 IMPORTANT DEFINITIONS AND CONCEPTS
231 CHAPTER 5 PROBLEMS 231 APPENDIX 5.1 237 CHAPTER 6 SAMPIMG OF
CONTINUOUS SIGNAL S 239 6.1 FUNDAMENTALS OF SAMPLING 239 6.2 THE
SAMPLING THEOREM 244 CONSTRUCTION OF ANALOG SIGNAL FROM ITS SAMPLED
VALUES 252 IMPORTANT DEFINITIONS AND CONCEPTS 253 CHAPTER 6 PROBLEMS 254
CHAPTER 7 DISCRETE-TIME TRANSFORMS 257 7.1 DISCRETE-TIME FOURIER
TRANSFORM (DTFT) 257 APPROXIMATING THE FOURIER TRANSFORM 257 7.2 SUMMARY
OF DTFT PROPERTIES 260 7.3 DTFT OF FINITE TIME SEQUENCES 262 WINDOWING
266 7.4 FREQUENCY RESPONSE OF LINEAR TIME-INVARIANT (LTI) DISCRETE
SYSTEMS 268 7.5 THE DISCRETE FOURIER TRANSFORM (DFT) 269 7.6 SUMMARY OF
THE DFT PROPERTIES 271 *7.7 MULTIRATE DIGITAL SIGNAL PROCESSING 284 DOWN
SAMPLING (OR DECIMATION) 284 FREQUENCY DOMAIN OF DOWN-SAMPLED SIGNALS
286 INTERPOLATION (UP SAMPLING) BY A FACTOR U 291 FREQUENCY DOMAIN
CHARACTERIZATION OF UP-SAMPLED SIGNALS 292 IMPORTANT DEFINITIONS AND
CONCEPTS 295 CHAPTER 7 PROBLEMS 295 APPENDIX 7.1: PROOFS OF THE DTFT
PROPERTIES 298 APPENDIX 7.2: PROOFS OF DFT PROPERTIES 300 APPENDIX 7.3:
FAST FOURIER TRANSFORM (FFT) 304 CHAPTER 8 LAPLACE TRANSFORM 309 8.1
ONE-SIDED LAPLACE TRANSFORM 309 8.2 SUMMARY OF THE LAPLACE TRANSFORM
PROPERTIES 312 8.3 SYSTEMS ANALYSIS: TRANSFER FUNCTIONS OF LTI SYSTEMS
316 8.4 INVERSE LAPLACE TRANSFORM (ILT) 328 MATLAB FUNCTION RESIDUE 329
8.5 PROBLEM SOLVING WITH LAPLACE TRANSFORM 336 8.6 FREQUENCY RESPONSE OF
LTI SYSTEMS 352 8.7 POLE LOCATION AND THE STABILITY OF LTI SYSTEMS 361
SIMPLE-ORDIN- POLES 361 MULTIP LE-ORD ER POLES 363 *8.8 FEEDBACK FOR
LINEAR SYSTEMS 365 CASCADE STABILIZATION OF SYSTEMS 365 PARALLEL
COMPOSIRION 366 FEEDBACK STABILIZATION 367 SENSITIVITY IN FEEDBACK 368
REJECNON OF DISTURBANCE USING FEEDBACK 369 STEP RESPONSE 370
PROPORTIONAL CONTROLLERS 371 PROPORTIONAL INTEGRAL DIFFERENTIAL (PID)
CONTROLLERS 375 *8.9 BODEPLOTS 377 BODE PLOTS OF CONSTANTS 377 BODE
DIAGRAM FOR DIFFERENTIATOR 378 BODE DIAGRAM FOR AN INTEGRATOR 379 BODE
DIAGRAM FOR A REAL POLE 379 IMPORTANT DEFINITIONS AND CONCEPTS 383
CHAPTER 8 PROBLEMS 383 APPENDIX 8.1: PROOFS OF LAPLACE TRANSFORM
PROPERTIES 397 CHAPTER 9 THE Z-TRANSFORM, DIFFERENCE EQUATIONS, AND
DISCRETE SYSTEMS 401 9.1 THE Z-TRANSFORM 401 9.2 CONVERGENCE OF THE
Z-TRANSFORM 405 9.3 PROPERTIES OF THE Z-TRANSFORM 412 SUMMARY OF
Z-TRANSFORM PROPERTIES 413 9.4 Z-TRANSFORM PAIRS 423 9.5 INVERSE
Z-TRANSFORM 423 9.6 TRANSFER FUNCTION 431 *HIGHER-ORDER TRANSFER
FUNCTIONS 437 9.7 FREQUENCY RESPONSE OF FIRST-ORDER DISCRETE SYSTEMS 438
PHASE SHIFT IN DISCRETE SYSTEMS 443 *9.8 FREQUENCY RESPONSE OF
HIGHER-ORDER DIGITAL SYSTEMS 443 9.9 Z-TRANSFORM SOLUTION OF FIRST-ORDER
DIFFERENCE EQUATIONS 447 *9.10 HIGHER-ORDER DIFFERENCE EQUATIONS 450
METHOD OF UNDETERMINED COEFFICIENTS 454 IMPORTANT DEFINIRIONS AND
CONCEPTS 459 CHAPTER 9 PROBLEMS 459 ^APPENDIX 9.1: PROOFS OF THE
Z-TRANSFORM PROPERTIES 473 CHAPTER 10 ANALOG FILTER DESIGN 477 10.1
GENERAL ASPECTS OF FUETERS 477 10.2 BUTTERWORTH FILTER 479 10.3 CHEBYSHEV
LOW-PASS FILTER 486 10.4 PHASE CHARACTERISTICS 494 10.5 FREQUENCY
TRANSFORMATIONS 494 LOW-PASS-TO-LOW-PASS TRANSFORMATION 494
LOW-PASS-TO-HIGH-PASS TRANSFORMATION 495 * :*;* * LOW-PASS-TO-BAND-PASS
TRANSFORMATION 495 LOW-PASS-TO-BAND-STOP TRANSFORMATION 498 10.6 ANALOG
FILTER DESIGN USING MATLAB FUNCTIONS 500 BUTTERWORTH FILTER DESIGN 500
IMPORTANT DEFINITIONS AND CONCEPTS 501 CHAPTER 10 PROBLEMS 501 CHAPTER
11 FINITE IMPULSE RESPONSE (FIR) ALTERS 505 11.1 PROPERRIES OF FIR
FILTERS 505 *-- : * CAUSALITY 505 FREQUENCY NORMALIZATION 505 *-*
PHASE CONSIDERATION 506 V ; -; J . SCALING THE DIGITAL TRANSFER FUNCTION
507 SYMMETRIE FIR LOW-PASS FILTERS 508 11.2 FIR FILTERS USING THE
FOURIER SERIES APPROACH 509 11.3 F1R FILTERS USING WINDOWS 513 WINDOWS
513 HIGH-PASS F1R FILTERS 515 BAND-PASS FIK FILTERS 516 BAND-STOP F1R
FILTERS 516 *11.4 PRESCRIBED FILTER SPECIFICATIONS USING A KAISER WINDOW
519 11.5 MATLAB FIR FILTER DESIGN 522 LOW-PASS FIR FILTER 522 HIGH-PASS
FIR FILTER 522 BAND-PASS FIR FILTER 522 BAND-STOP FIR FILTER 523 WINDOW
USE 523 IMPORTANT DEFINITIONS AND CONCEPTS 523 CHAPTER 11 PROBLEMS 523
CHAPTER 12 INFINITE IMPULSE RESPONSE (HR) FILTERS 525 12.1 THE
IMPULSE-INVARIANT METHOD APPROXIMATION IN THE TIME DOMAIN ..525 12.2
BILINEAR TRANSFORMATION 532 12.3 FREQUENCY TRANSFORMATION FOR DIGITAL
FILTERS 538 LOW-PASS-TO-LOW-PASS TRANSFORMATION 538
LOW-PASS-TO-HIGH-PASS TRANSFORMATION 539 LOW-PASS-TO-BAND-PASS
TRANSFORMATION 540 LOW-PASS-TO-BAND-PASS TRANSFORMATION 542 12.4
RECURSIVE VERSUS NON-RECURSIVE DESIGN 542 IMPORTANT DEFINTIONS AND
CONCEPTS 543 CHAPTER 12 PROBLEMS 543 CHAPTER 13 RANDOM VARIABLES,
SEQUENCES, AND POWER SPECTRA DENSITIES 545 13.1 RANDOM SIGNALS AND
DISTRIBUTIONS 545 STATIONARY AND ERGODIC PROCESSES 548 13.2 AVERAGES 548
MEAN VALUE 548 CORRELATION 549 COVARIANCE 553 3NDEPEND.CNT AND
UNCORRELATED RV S 553 33.3 STATIONARY PROCCSSES 554 AUTOCORRELATION
MATRIX 554 PURELY RANDOM PROCESS {WHITE NOISE, WN) 557 RANDOM WALK (RW)
557 13.4 SPECIAL RANDOM SIGNALS AND PROBABILITY DENSITY FUNCTIONS 557
WHITE NOISE 557 GAUSSIAN PROCESSCS 558 ALGORITHM TO PRODUCE NORMALIZED
GAUSSIAN DISTRIBUTION 558 LOGNORMAL DISRRIBUTION 559 ALGORITHM TO
PRODUCE LOGNORMAL DISRRIBUTION 559 CHI-SQUARE DISTRIBUTION 560 13.5
WIENER-KINTCHIN RELATIONS 560 13.6 FILTERING RANDOM PROCESSES 562
SPECTRAL FACTORIZATION 565 AUTOREGRESSIVE PROCESS (AR) 565 13.7
NONPARAMETRIC SPECTRA ESTIMATION 568 PERIODOGRAM 568 CORRELOGRAM 568
COMPUTATION OF S^E/W) AND $ C (EJ UE) USING FFT 568 GENERAL REMARKS ON
THE PERIODOGRAM 570 BLACKMAN-TUKEY (BT) METHOD 570 BARTLETT METHOD 572
WELCH METHOD 573 MODIFIED WELCH METHOD 575 THE BLACKMAN-TUKEY
PERIODOGRAM WITH THE BARTLETT WINDOW 577 IMPORTANT DEFINITIONS AND
CONCEPTS 578 CHAPTER 13 PROBLEMS 579 *CHAPTER 14 LEAST SQUARE SYSTEM
DESIGN, WIENER FILTER, AND THE LMSFILTER 583 14.1 THE LEAST-SQUARES
TECHNIQUE 583 LINEAR LEAST SQUARES 587 14.2 THE MEAN SQUARE ERROR 590
THE WIENER FILTER 591 THE WIENER SOLUTION 594 ORTHOGONALITY CONDITION
597 14.3 WIENER FILTERING EXAMPLES 597 MINIMUM MEAN SQUARE ERROR (MMSE)
602 OPTIMUM FILTER {W ) 603 14.4 THE LEAST MEAN SQUARE (LMS) ALGORITHM
608 THE LMS ALGORITHM 609 14.5 EXAMPLES USING THE LMS ALGORITHM 614
IMPORTANT DEFINITIONS AND CONCEPTS 623 CHAPTER 14 PROBLEMS 623 APPENDIX
A MATHEMATICAL FORMULAS 627 A.L TRIGONOMETRIE IDENTITIES 627 A.2
OFHIGONALITY 629 A.3 SUMMATION OF TRIGONOMETRIC FORMS 629 A.4 SUMMATION
FORMULAS 630 FINITE SUMMATION FORMULAS 630 INFINITE SUMMATION FORMULAS
630 A.5 SERIES EXPANSIONS 631 A.6 LOGARITHMS 631 A.7 SOME DEFINITE
INTEGRALS 632 APPENDIX B SUGGESTIONS AND EXPLANATIONS FOR MATLAB USE 633
B.] CREATING A DIRECTORY 633 B.2 HELP 633 B.3 SAVEAND LOAD 634 B.4
MATLAB AS CALCULATOR 634 B.5 VARIABLE NAMES 634 B.6 COMPLEX NUMBERS 634
B.7 ARRAY INDEXING 635 B.8 EXTRACTING AND INSERTING NUMBERS IN ARRAYS
635 B.9 VECTORIZATION 635 B.10 MATRICES 636 B,LL PRODUCE A PERIODIC
FUNCTION 636 B.12 SCRIPT FILES 636 SCRIPT FILE PEXP.M 637 B.13 FUNCTIONS
637 B.34 SUBPLOTS 638 B.15 FIGURES 638 B.16 CHANGING THE SCALES OF THE
AXES OF A FIGURE 639 B.17 WRITING GREEK LEUEERS 639 B.18 SUBSCRIPTS AND
SUPERSCRIPTS 640 B.19 LINES IN PLOTS 640 INDEX 641
|
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author | Poularikas, Alexander D. 1933- |
author_GND | (DE-588)120712849 |
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classification_rvk | ZN 6025 |
ctrlnum | (OCoLC)70174876 (DE-599)BVBBV022377087 |
dewey-full | 621.382/2 |
dewey-hundreds | 600 - Technology (Applied sciences) |
dewey-ones | 621 - Applied physics |
dewey-raw | 621.382/2 |
dewey-search | 621.382/2 |
dewey-sort | 3621.382 12 |
dewey-tens | 620 - Engineering and allied operations |
discipline | Elektrotechnik / Elektronik / Nachrichtentechnik |
format | Book |
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id | DE-604.BV022377087 |
illustrated | Illustrated |
indexdate | 2024-12-20T12:54:03Z |
institution | BVB |
isbn | 0849372674 9780849372674 |
language | English |
lccn | 2006019962 |
oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-015586140 |
oclc_num | 70174876 |
open_access_boolean | |
owner | DE-92 DE-706 DE-1043 DE-M347 DE-29T |
owner_facet | DE-92 DE-706 DE-1043 DE-M347 DE-29T |
physical | 650 S. graph. Darst. 1 Beil. |
publishDate | 2007 |
publishDateSearch | 2007 |
publishDateSort | 2007 |
publisher | CRC Press |
record_format | marc |
series2 | The electrical engineering and applied signal processing series |
spellingShingle | Poularikas, Alexander D. 1933- Signals and systems primer with MATLAB MATLAB Filtres électriques - Mathématiques Traitement du signal - Mathématiques Mathematik Signal processing Mathematics System analysis Signalverarbeitung (DE-588)4054947-1 gnd MATLAB (DE-588)4329066-8 gnd |
subject_GND | (DE-588)4054947-1 (DE-588)4329066-8 |
title | Signals and systems primer with MATLAB |
title_auth | Signals and systems primer with MATLAB |
title_exact_search | Signals and systems primer with MATLAB |
title_full | Signals and systems primer with MATLAB Alexander D. Poularikas |
title_fullStr | Signals and systems primer with MATLAB Alexander D. Poularikas |
title_full_unstemmed | Signals and systems primer with MATLAB Alexander D. Poularikas |
title_short | Signals and systems primer with MATLAB |
title_sort | signals and systems primer with matlab |
topic | MATLAB Filtres électriques - Mathématiques Traitement du signal - Mathématiques Mathematik Signal processing Mathematics System analysis Signalverarbeitung (DE-588)4054947-1 gnd MATLAB (DE-588)4329066-8 gnd |
topic_facet | MATLAB Filtres électriques - Mathématiques Traitement du signal - Mathématiques Mathematik Signal processing Mathematics System analysis Signalverarbeitung |
url | http://www.loc.gov/catdir/toc/ecip0616/2006019962.html http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=015586140&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
work_keys_str_mv | AT poularikasalexanderd signalsandsystemsprimerwithmatlab |