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Antsaklis P.S., Michel A.N. — Linear Systems
Antsaklis P.S., Michel A.N. — Linear Systems



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Название: Linear Systems

Авторы: Antsaklis P.S., Michel A.N.

Аннотация:

"There are three words that characterize this work: thoroughness, completeness and clarity. The authors are congratulated for taking the time to write an excellent linear systems textbook! …The authors have used their mastery of the subject to produce a textbook that very effectively presents the theory of linear systems as it has evolved over the last thirty years. The result is a comprehensive, complete and clear exposition that serves as an excellent foundation for more advanced topics in system theory and control." —IEEE Transactions on Automatic Control

"In assessing the present book as a potential textbook for our first graduate linear systems course, I find...[that] Antsaklis and Michel have contributed an expertly written and high quality textbook to the field and are to be congratulated…. Because of its mathematical sophistication and completeness the present book is highly recommended for use, both as a textbook as well as a reference." —Automatica

Linear systems theory plays a broad and fundamental role in electrical, mechanical, chemical and aerospace engineering, communications, and signal processing. A thorough introduction to systems theory with emphasis on control is presented in this self-contained textbook.

The book examines the fundamental properties that govern the behavior of systems by developing their mathematical descriptions. Linear time-invariant, time-varying, continuous-time, and discrete-time systems are covered. Rigorous development of classic and contemporary topics in linear systems, as well as extensive coverage of stability and polynomial matrix/fractional representation, provide the necessary foundation for further study of systems and control.

Linear Systems is written as a textbook for a challenging one-semester graduate course; a solutions manual is available to instructors upon adoption of the text. The book’s flexible coverage and self-contained presentation also make it an excellent reference guide or self-study manual.


Язык: en

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 2006

Количество страниц: 670

Добавлена в каталог: 28.03.2010

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
System, memoryless      66
System, mode      156 186 187
System, multi input/multi output      66 71
System, nonanticipative      67
System, nonlinear      3 451 477
System, output      66
System, periodic      12 62 161
System, realization      383
System, response      64
System, Rosenbrock equivalence      555
System, sampled data      65 183
System, single input/single output      66
System, strict equivalence      555
System, time-invariant      5 242
System, time-varying      5 68
System, zeros      301 565
Time reversibility      145 175
Toeplitz matrix      259
Trajectory      88 198
Transfer function matrix      78 168 177 178
Transfer function, McMillan degree      397
Transfer function, pole polynomial      299 563
Transfer function, proper      170 530
Transfer function, strictly proper      170 530
Transmission zero      303 564 565 see
Triangle inequality      41
Trivial solution      138 446 see
Truncation operator      92
Two degrees of freedom controller      622
Uncertainties      327
Unconstructible      250 260 see
Unconstructible subspace      250 255 260 see
Uncontrollable      264 274 see
Uncontrollable eigenvalues, modes      265 see
Uniformly asymptotically stable      449
Uniformly asymptotically stable in the large      450 459 461
Uniformly BIBO-stable (bounded-input/bounded-output stable)      482 483 484
Uniformly bounded      22
Uniformly continuous      9
Uniformly controllable      315
Uniformly convergent      19
Uniformly stable      448 453 454 455 459 461 470 511 512
Unimodular matrix      526
Unit impulse      74
Unit pulse, or unit impulse, response      70
Unit pulse, or unit sample      68 178
Unit step, function      154
Unit step, sequence      69
Unity feedback      631 642
Unobservable      264 274 see
Unobservable eigenvalues, modes      268 see
Unobservable subspace      220 253 258 see
Unstable complete instability      273 501 see unstable"
van der Pol equation      16 88
Variation of constants formula      57 146 197
Vector      38
Vector space      37 38 97
Vector space, basis      99 100 170 439 552
Vector space, complex      38
Vector space, dimension      99
Vector space, finite dimensional      99 437
Vector space, inner product      437
Vector space, normed      42 438 439
Vector space, null      100 444
Vector space, real      38
Vector, coordinate representation      100
Vector, linearly dependent      97 98 234 524
Vector, linearly independent      98 234 524
Vector, normalized      439
Vector, null      38
Vector, unit      439
Weierstrass M-test      21 see
Without memory      66
Youla parameter      595 615 635
z-transform      177
Zero      298 563
Zero at infinity      320
Zero of transfer functions      301 302 303 564 565
Zero, blocking property      307
Zero, decoupling input/output      302 564
Zero, direction      306
Zero, invariant      302 303 564 565
Zero, polynomial      302 303 564 565
Zero, system      301 564 565
Zero, transmission      303 564 565
Zero-input equivalence      170 171 174 181 see
Zero-input response      146 165 176 see
Zero-order hold      183 see
Zero-state equivalence      170 171 173 181 see
Zero-state response      146 165 166 177 see
Zorn's lemma      26
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