and show thorough steps. Need answer urgently, upvote assured.
Pls solve in a timely manner, thanks!
- Pls Help Solve B And C Attempt If Confident Of Answers And Show Thorough Steps Need Answer Urgently Upvote Assured P 1 (43.32 KiB) Viewed 10 times
Pls help solve B and C, attempt if confident of answers and show thorough steps. Need answer urgently, upvote assured. P
-
answerhappygod
- Site Admin
- Posts: 899603
- Joined: Mon Aug 02, 2021 8:13 am
Pls help solve B and C, attempt if confident of answers and show thorough steps. Need answer urgently, upvote assured. P
Pls help solve B and C, attempt if confident of answers
and show thorough steps. Need answer urgently, upvote assured.
Pls solve in a timely manner, thanks!
The transfer functions of the control system shown in Figure Q1a are as follows: K Gc(s) = = (s + 5) (s + 1)(s + 4) and H(S) = 1. = (s + 3)2 , Gp(s) R(s) E(s) e(t) Gc(s) C(s). c(t) r(t) + Gr(s) H(s) Figure Q1a (b) Sketch the root-locus diagram, including any asymptotes. Indicate the point of instability and the positions of small positive values of K. Comment on the nature of system damping for 0 <KSO. [8 marks] (c) Derive an expression for the open-loop frequency response of the system with respect to K for w → 0 and w → 00 and hence, show a simple Nyquist sketch of the open-loop response of the system. [6 marks]
and show thorough steps. Need answer urgently, upvote assured.
Pls solve in a timely manner, thanks!
The transfer functions of the control system shown in Figure Q1a are as follows: K Gc(s) = = (s + 5) (s + 1)(s + 4) and H(S) = 1. = (s + 3)2 , Gp(s) R(s) E(s) e(t) Gc(s) C(s). c(t) r(t) + Gr(s) H(s) Figure Q1a (b) Sketch the root-locus diagram, including any asymptotes. Indicate the point of instability and the positions of small positive values of K. Comment on the nature of system damping for 0 <KSO. [8 marks] (c) Derive an expression for the open-loop frequency response of the system with respect to K for w → 0 and w → 00 and hence, show a simple Nyquist sketch of the open-loop response of the system. [6 marks]