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ii) Determine the transfer function Q(s)/R(S) of the system.

ii) Determine the transfer function Q(s)/R(S) of the system.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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(c) A control system is governed by the following equations:

d²q/dt² +2(dq/dt) + 4q = p ;

V₁ =r-q ;

dp/dt = 0.6v2 ;

v₂ = 7v₁

where r(t) is the reference input and q (t) is the system output response.

(i) Draw both the block diagram and signal flow graph of the control system.

(ii) Determine the transfer function Q(s)/R(S) of the system.

4444 s (c) A control system is governed by the following equations: d²q +24+4q =p3; dq dt2 dt V1 =r -q; 120 +4gt- %3D dp - 0.6v2; %3D dt V2 = 7v1 where r(t) is the reference input and q(t) is the system output response. (i) Draw both the block diagram and signal flow graph of the contròl system. Q(s) of the system. R(s) (ii) Determine the transfer function
Transcribed Image Text:4444 s (c) A control system is governed by the following equations: d²q +24+4q =p3; dq dt2 dt V1 =r -q; 120 +4gt- %3D dp - 0.6v2; %3D dt V2 = 7v1 where r(t) is the reference input and q(t) is the system output response. (i) Draw both the block diagram and signal flow graph of the contròl system. Q(s) of the system. R(s) (ii) Determine the transfer function
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