I will rate, thank you Find the transfer function for the following state space model (hint:...
Problem 4. Transfer function to state space form Find the state-space form of the following transfer func- tions (see Section 4.4.1 in the book). This requires zero computation, it just requires you understand how a SISO transfer function relates to the state space form shown in the book. a) = Y(s) _ 68 +3 G(s) s3 + 26s2 5s 50 b) Y(s) + 2s2 + 4s 6 U(s) s3 +12s +12
from the following model of a discrete process in the state space obtain its transfer function given by fp(z) = C(ZI – G)-'H. x(k+1) = 11.23 1.63] «(k) + [9] u(k) y(k) = [1 0]x(k)
2. Find the state space representation of the system represented by the following transfer function: (s +1.2) (s 15.8) (s +23) s(S 1.3) (s +7.2) (s + 47) G(s)- 3. Find the transfer function of the system with the following state space representation: 1 3.2 1.6 1(01) [-1 e) -7.4 2.4 -9.1l(O You may use your calculator, Matlab, or calculate by hand to find the following transfer functions: G1(s) 0,() R(S) G3(s) s) R(
Convert following the transfer function into state space representation (Marks 5) 3 +45² T($) = 54 +52 +7 Convert the following state space into a transfer function. (Marks 5) x = 11 * = x + ( u 21 y = [02]x + [2]u Evaluate the steady-state error of state-space system. (Marks 5) i [ 10] [21. *= 15 2]* +11 y = [ 02]x + [2]u Evaluate the steady-state error of state-space system. (Marks 5) -1 0x+lu x =...
9. For the transfer function: Find its state space representation. 10. A system is described by the following differential equations: Find its state space representation.
9. For the state space model s2 where (sI - A)-1- 0TRIs(s+1) , B = | 0 | , and C = 1-1 0 ] Find the transfer function from U to Y. (5 pnts.)
Construct state variable representations (aka state-space model (A, B, C, D)) for the transfer matrix (a) Y(s) = [57** +1] U(s) (One output and one input) (b) Y(s) = U(s) 3 (Two outputs and one input) 1 + s'+s+1
Solve the following State - Space equa [4] = [:] 4 cs] + [ ]ule given: c= [1 o x(0)=( 17 t and u(t)= unit step function 1 I= Identity matrix Find: D= [o] 2 0 (t) = L [(sI-A)'] @ ylt)
Problem 1. Consider the following transfer matrix s+1 T(S) = Let G=TO -6-s s+1 Find the eigenvalues and eigenvectors of G Problem 2. 1. Show that the following push-through rule is valid. K(I - G2K1) -1 = (1 - K;G2) -'K, 1. What is the transfer matrix G, from d and n 2. In the following system, let C(s) = -- and P to z? 3. A MIMO system is given by (x = u - 2x₂ + x2 x2...
write state-space model matrices and obtain the transfer function H(s)=Y(s)U(s) (please use the matlab simulink)