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Q 3. (25%) The position control is designed by a control engineer for the desired course of a dynamical system. The block diagram of the system is shown in the Fig. (b) below, where C(s) is the actual position of the dynamical system and R(s) is its desired position. Perform the block diagram reduction in order to compute the transfer function for this system. R (CLO2, PLO2) Hals)

Q 3. (25%) The position control is designed by a control engineer for the desired course of a dynamical system. The block diagram of the system is shown in the Fig. (b) below, where C(s) is the actual position of the dynamical system and R(s) is its desired position. Perform the block diagram reduction in order to compute the transfer function for this system. R (CLO2, PLO2) Hals)

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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Question (03): Solve question given in attached image.

Note: This question is taken from Control Automatic Course.

Q 3. (25%) The position control is designed by a control engineer for the desired course of a dynamical system. The block diagram of the system is shown in the Fig. (b) below, where C(s) is the actual position of the dynamical system and R(s) is its desired position. Perform the block diagram reduction in order to compute the transfer function for this system. R (CLO2, PLO2) H2(s) A(s) G2(s) 1. R(s)- K G,(s) C(s) H3(s) H,(s) Figure (b): Position Control of a Dynamical System
Transcribed Image Text:Q 3. (25%) The position control is designed by a control engineer for the desired course of a dynamical system. The block diagram of the system is shown in the Fig. (b) below, where C(s) is the actual position of the dynamical system and R(s) is its desired position. Perform the block diagram reduction in order to compute the transfer function for this system. R (CLO2, PLO2) H2(s) A(s) G2(s) 1. R(s)- K G,(s) C(s) H3(s) H,(s) Figure (b): Position Control of a Dynamical System
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