Главная    Ex Libris    Книги    Журналы    Статьи    Серии    Каталог    Wanted    Загрузка    ХудЛит    Справка    Поиск по индексам    Поиск    Форум   
blank
Авторизация

       
blank
Поиск по указателям

blank
blank
blank
Красота
blank
Ogata K. — Modern Control Engineering
Ogata K. — Modern Control Engineering



Обсудите книгу на научном форуме



Нашли опечатку?
Выделите ее мышкой и нажмите Ctrl+Enter


Название: Modern Control Engineering

Автор: Ogata K.

Аннотация:

This comprehensive treatment of the analysis and design of continuous-time control systems provides a gradual development of control theory—and shows how to solve all computational problems with MATLAB. It avoids highly mathematical arguments, and features an abundance of examples and worked problems throughout the book. Chapter topics include the Laplace transform; mathematical modeling of mechanical systems, electrical systems, fluid systems, and thermal systems; transient and steady-state-response analyses, root-locus analysis and control systems design by the root-locus method; frequency-response analysis and control systems design by the frequency-response; two-degrees-of-freedom control; state space analysis of control systems and design of control systems in state space. For control systems engineers.


Язык: en

Рубрика: Технология/

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Издание: third edition

Год издания: 1997

Количество страниц: 997

Добавлена в каталог: 16.03.2007

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
blank
Предметный указатель
Kailath, T.      984
Kalman, R.E.      737 748 985
Kirchhoff’s current law      87
Kirchhoff’s loop law      87
Kirchhoff’s node law      87
Kirchhoff’s voltage law      87
Kochenburger, R.J.      985
Krasovskii’s method      905—7
Kreindler, E      985
Kuo, B.C.      985
Lag compensator      406 418—20
Lag compensator Bode diagram of      621—23
Lag compensator design by frequency-response method      622—23
Lag compensator design by root-locus method      418—20
Lag network      273 406
Lag-lead compensation      427—32 630—34
Lag-lead compensator      406
Lag-lead compensator Bode diagram of      630—31
Lag-lead compensator design by frequency-response method      631
Lag-lead compensator design by root-locus method      429—31
Lag-lead compensator electrical      441—42
Lag-lead compensator electronic      427’-29
Lag-lead compensator mechanical      440
Lag-lead compensator polar plot of      630—3 1
Lag-lead network      406
Lagrange polynomial      768
Lagrange’s interpolation formula      768
Laminar-flow resistance      93
Laplace integral lower limit of      26—27
Laplace transform      17
Laplace transform change of time scale      26
Laplace transform existance of      18
Laplace transform method solving differential equations by      44—46
Laplace transform of exponential function      19
Laplace transform of impulse function      24
Laplace transform of periodic function      50—51
Laplace transform of pulse function      24
Laplace transform of ramp function      20
Laplace transform of sinusoidal function      20
Laplace transform of step function      19
Laplace transform of translated function      21
Laplace transforms properties of      36
Laplace transforms table of      22—23
LaSalle, J.P.      985
Lathrop, R.C.      984
Lead compensator      406 409—17
Lead compensator design by frequency-response method      613—15
Lead compensator design by root-locus method      411—12
Lead compensator frequency response characteristics o      612—13
Lead network      273 406
Lead network electrical      440—41
Lead network mechanical      439
Lee, C. S.G.      984
Lefschetz, S      985
Levinson, N.      984
Liapunov function      902
Liapunov stability analysis of linear time-invariant system      907—12
Liapunov, A.M.      897
Liapunov, A.M., first method of      897
Liapunov, A.M., second method of      897
Liapunov’s main stability theorem      902—3 940—42
Linear system      58
Linear system MATLAB representation of      160—61
Linear time-invariant system      58
Linear time-varying system      58
Linearization of hydraulic servo system      102—5
Linearization of nonlinear systems      60 100—5
Liquid-level control system      10 140—41 200—4 219—21 287—89
Liquid-level systems      92—96 120—22
Log-magnitude versus phase plot      519—21
Logarithmic decrement      198—99
Logarithmic plot      473
Luenberger, D.G.      985
Lur’e,A.I.      985
M circles      557—58
Magnitude condition      319
Manipulated variable      2
Mapping theorem      526 584—87
Mass      81
Mathematical model      57
Matheson, J.E.      984
MATLAB commands, abs      961 974
MATLAB commands, angle      974
MATLAB commands, axis      961 967
MATLAB commands, axis (‘normal’)      967
MATLAB commands, axis (‘square’)      967
MATLAB commands, bode      961
MATLAB commands, bode (A,B,C,D,iu)      502
MATLAB commands, bode (num, den)      493
MATLAB commands, bode (num, den, w)      495
MATLAB commands, bode(A,B,C,D)      502
MATLAB commands, clear      961 963
MATLAB commands, conv      961 971
MATLAB commands, deconv      961 972
MATLAB commands, det      961
MATLAB commands, diag      961 976
MATLAB commands, diag (0,n)      977
MATLAB commands, diag (0:n)      977
MATLAB commands, eig      961 968
MATLAB commands, eig(A,B)      969—70
MATLAB commands, exit      960—61 965
MATLAB commands, exp      961
MATLAB commands, expm      961 975
MATLAB commands, eye      961
MATLAB commands, eye (n)      975
MATLAB commands, filter      961
MATLAB commands, format long      961 964
MATLAB commands, format long e      961 964
MATLAB commands, format short      961 964
MATLAB commands, format short e      961 964
MATLAB commands, grid      961 965
MATLAB commands, hold      185 961 965
MATLAB commands, imag      961
MATLAB commands, impulse(A,B,C,D)      166
MATLAB commands, impulse(num, den)      166
MATLAB commands, inv      961
MATLAB commands, Iogspace(d1,d2)      493
MATLAB commands, Iogspace(d1,d2,n)      493
MATLAB commands, Iqr      962
MATLAB commands, K= lqr(A,B,Q,R)      925 931
MATLAB commands, linspace      962
MATLAB commands, logspace      962
MATLAB commands, lqr(A, B, Q, R)      925
MATLAB commands, magdB = 20*log10(mag)      493 578
MATLAB commands, NaN      962
MATLAB commands, nyquist      962
MATLAB commands, nyquist(A,B,C,D)      517
MATLAB commands, nyquist(A,B,C,D,iu)      518
MATLAB commands, nyquist(A,B,C,D,iu,w)      518
MATLAB commands, nyquist(num, den,w)      513
MATLAB commands, nyquist(num,den)      513
MATLAB commands, ones      962
MATLAB commands, ones(A)      975
MATLAB commands, ones(m,n)      975
MATLAB commands, ones(n)      975
MATLAB commands, pi      962
MATLAB commands, plot      962 965
MATLAB commands, plot(x,y)      965
MATLAB commands, polar      962
MATLAB commands, poly      798 962 970—71
MATLAB commands, polyval      962 972
MATLAB commands, polyvalm      801 962 972
MATLAB commands, quit      960 962 965
MATLAB commands, r = abs(z)      975
MATLAB commands, rank      962
MATLAB commands, rem      962
MATLAB commands, residue      962
MATLAB commands, rlocus      962
MATLAB commands, rlocus(A,B,C,D,K)      339
MATLAB commands, rlocus(num, den)      338
MATLAB commands, rlocus(num,den,K)      339
MATLAB commands, roots      962 971
MATLAB commands, save      965
MATLAB commands, semi logy      962
MATLAB commands, semilog      496
MATLAB commands, semilogx      962
MATLAB commands, size      962
MATLAB commands, sqrt      962
MATLAB commands, sqrtm      963
MATLAB commands, step      963
MATLAB commands, step(A,B,C,D)      161
MATLAB commands, step(num,den)      161
MATLAB commands, step(num,den,t)      161
MATLAB commands, sum      963
MATLAB commands, text      165 963 966
MATLAB commands, theta = angle(z)      975
MATLAB commands, title      963 965
MATLAB commands, who      963
MATLAB commands, xlabel      963 965
MATLAB commands, ylabel      963 965
MATLAB commands, z = r*exp(i*theta)      975
MATLAB commands, zeros      963 975
MATLAB commands, zeros(A)      975
MATLAB commands, zeros(m,n)      975
MATLAB commands, zeros(n)      975
MATLAB commands, [A,B,C,D] = tf2ss(num,den)      759 977
MATLAB commands, [G,H] = c2d(A,B,Ts)      185 981
MATLAB commands, [K,P,E] = lqr(A,B,Q,R)      925
MATLAB commands, [mag,phase,w] = bode(A,B,C,D,iu,w)      578
MATLAB commands, [mag,phase,w] = bode(num,den,w)      492 495
MATLAB commands, [num, den] = ss2tf(A,B,C,D)      720 978
MATLAB commands, [num,den] = residue(r,p,k)      42 980
MATLAB commands, [num,den] = ss2tf(A,B,C,D,iu)      719 978
MATLAB commands, [r,Kl = rlocus(A,B,C,D)      339
MATLAB commands, [r,K] = rlocus (num, den,K)      339
MATLAB commands, [r,K] = rlocus (num,den)      339
MATLAB commands, [r,K] = rlocus(A,B,C,D,K)      339
MATLAB commands, [r,p,K]= residue (num,den)      41—43 979—80
MATLAB commands, [re,im,w] = nyquist(num,den)      513
MATLAB commands, [re,im,w] = nyquist(num,den,w)      513 593
MATLAB commands, [X,D] = eig(A)      968—69
MATLAB commands, [X,D] =eig(A,B)      969
MATLAB commands, [y, x, t] = impulse(A,B, C,D)      167
MATLAB commands, [y, x, t] = impulse(A,B, C,D,iu)      167
MATLAB commands, [y, x, t] = impulse(A,B, C,D,iu,t)      167
MATLAB commands, [y, x, t] = impulse(num, den)      166
MATLAB commands, [y, x, t] = impulse(num, den,t)      166
MATLAB commands, [y, x, t] = step(A,B, C,D,iu)      161
MATLAB commands, [y, x, t] = step(num,den,t)      161
MATLAB, automatic plotting algorithm      967
MATLAB, available colors      967
MATLAB, conversion from continuous time to discrete time      981
MATLAB, double-assignment command      969
MATLAB, double-assignment statement      968
MATLAB, line beginning with ‘%’      963
MATLAB, line types      966
MATLAB, manual axis scaling      967
MATLAB, obtaining response to initial condition      173—78
MATLAB, obtaining unit-step response with      416—17
MATLAB, partial-fraction expansion with      979
MATLAB, plotting Bode diagram with      492—504
MATLAB, plotting multiple curves      965
MATLAB, plotting root loci with      338—39
MATLAB, point types      966
MATLAB, transient-response analysis with      160—78
MATLAB, use of colon operator      964
MATLAB, use of semicolon operator      963—64
MATLAB, variables in      963
MATLAB, writing text in diagrams      644 966
Matrix cancellation in transfer      775—78 785
Matrix defective      969
Matrix exponential      723 731—35
Matrix exponential computation of      731—35
Matrix Riccati equation      925
Maximum overshoot in unit-impulse response      160
Maximum overshoot in unit-step response      151 153
Maximum overshoot versus $\zeta$ curve      155
Maximum percent overshoot      151 153
Maximum phase lead angle      612—13
Measuring element      213 218—19
Mechanical vibratory system      178—87 196—98
Mechanical vibratory system computer simulations of      182—87
Melbourne, W.G.      985
Minimal polynomial      730—31 762—65
Minimum-order observer      813 830—34
Minimum-order observer observed-state feedback control system with      836—37
Minimum-order state observer      813 830—34
Minimum-phase system      486—87
Minimum-phase transfer function      486
Minorskyk, N.      1 985
Mishchenko, E.F      986
Mitter, S.K.      986
Model-reference control system      912—14
Modeling error      686
Modern control theory      70
Modified Nyquist path      541—42
Monopoli, R.V.      985
Moore, J.B.      983
Motor time constant      145
Motor torque constant      143
Motorcycle suspension system      114
Multiple-loop system      536
Multiple-loop system stability of      528—29
N circles      558—60
Narendra, K.S.      985
Negative definiteness of scalar function      900
Negative semidefiniteness of scalar function      900
Newton      82
Nichols chart      560—63
Nichols plots      520
Nichols, N.B.      986
Noble, B.      985
Nonbleed-type relay      243
Nonhomogeneous state equation solution of      727—29
Noninverting amplifier      264
Nonlinear mathematical models linear approximation of      101—5
Nonlinear system      59
Nonminimum-phase systems      359—60 486—87 575
Nonminimum-phase transfer function      486 569
Nonuniqueness of a set of state variables      717—18
Norm of matrix      967
Norm of vector      967
Nozzle-flapper amplifier      242—43
Number-decibel conversion line      474—75
Nyquist path      526
Nyquist plot      504
Nyquist plot of      621—22
Nyquist plot of positive-feedback system      593—96
Nyquist plot of system defined in state space      517—18
Nyquist stability analysis      532—42
Nyquist stability criterion      521 523—32
Nyquist stability criterion applied to inverse polar plot      537—40
Nyquist, H.      1 523 985
Observability      737 743—49
Observability complete      743—44
Observability matrix      744
Observable canonical form      712 751—53
Observation      813
Observed-state feedback control system      825
Observer      813
Observer error equation      825
Octave      475
Offset      141
Ogata, K.      985—86
On-off control action      213
On-off control action off control action op amps      263
Open-loop control system      7
Open-loop control system advantages of      10
Open-loop control system disadvantages of      10
Open-loop frequency response curve reshaping of      611
1 2 3 4
blank
Реклама
blank
blank
HR
@Mail.ru
       © Электронная библиотека попечительского совета мехмата МГУ, 2004-2024
Электронная библиотека мехмата МГУ | Valid HTML 4.01! | Valid CSS! О проекте