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A series of exercises and equations related to control systems. It covers topics such as system modeling, transfer functions, and closed-loop control. A practical approach to understanding control system concepts through problem-solving.
Typology: Exercises
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2Ns(37+/
↑ 5kgm GN/m -um- (^) - -M!ss!s f(t) ust I
4x E 4xj 4x üz
E!se (^) Me N 24xz
L E 4x !
24x ↓ as!
2!
"
L
() 4x +^ 4x + (^) 8x - 4x2 - 2x = 0
O G^ C t M
K M A! ~ y e D Tr (^) N! = 4 3-^ Jr^ =^ 2l!gm2 D!^ =^1 N-m-strod Ta
ya (^64) Ne ad Nu= 16 Toksm-m-! Dr = 2N!med D! =^32 Nestod
Dea Keq Jege Jr^ .
53/3Nat
Dea =^
. D2 + Da! Keq = K3/4r Teg^ = T. Jea Özft)^
Deg 02() (^) + KegPert)
3TH) 02(s)(205+^135 +^ 4)^ =^3
52() +^ 5x(^ +^ )^ +28x()^ =^ HH) X/s)(552+ (^55) + 28) = F(s)
= (^55) +28 5.
1
H!s Des!gn K^ , and^ a^ so^ that^ the closed-kop transfer funct!on^ y!elds I^ second^ ts and 5 % OS! t!st = "tt"s "st"kapol
(^1) = 1 - (^) Sun =^4 sun
=>
Pc(s) =^33 +^1352 +^ (k)^
Pals) = (^) (s2 + (^) 23wns + (^) wn)(s +^ er
8e)5 + (^33). 64e
6 x = f(xru) x y =^ g(xu)
F"
!
=
Let us (^) assume (^) we (^) measure O y = g(x -^ v) = (^) x
20 D (^) = /ga