Q2/ Liquid-Level feedback control (PI Controller) system (shown below) has the following parameter values: A = 3 ft?, R = 1.0 min/ft?, Ky = 0.2 ft/min psi, Km = 4 mA/ft, Kc = 5, T| = 3 min, Kıp = 0.75 psi/mA. The system is initially at the nominal steady state with a liquid level of 1 ft. a- Draw the block diagram of this system b-Derive the process transfer function G(s)=H'(s)/Q'2(s) c- If the set point is suddenly changed from 1 to 3 ft, how long will it take the system to reach 2 ft? %3D %3D %23 91 92 hm LT LC (1/P -- I/P 93
Q2/ Liquid-Level feedback control (PI Controller) system (shown below) has the following parameter values: A = 3 ft?, R = 1.0 min/ft?, Ky = 0.2 ft/min psi, Km = 4 mA/ft, Kc = 5, T| = 3 min, Kıp = 0.75 psi/mA. The system is initially at the nominal steady state with a liquid level of 1 ft. a- Draw the block diagram of this system b-Derive the process transfer function G(s)=H'(s)/Q'2(s) c- If the set point is suddenly changed from 1 to 3 ft, how long will it take the system to reach 2 ft? %3D %3D %23 91 92 hm LT LC (1/P -- I/P 93
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Transcribed Image Text:Q2/ Liquid-Level feedback control (PI Controller) system
(shown below) has the following parameter values: A = 3
ft?, R = 1.0 min/ft?, Kv = 0.2 ft/min psi, Km = 4 mA/ft, Kc =
5, T = 3 min, Kıp = 0.75 psi/mA. The system is initially at
the nominal steady state with a liquid level of 1 ft.
a- Draw the block diagram of this system
b-Derive the process transfer function G(s)=H'(s)/Q'2(s)
c- If the set point is suddenly changed from 1 to 3 ft, how
long will it take the system to reach 2 ft?
%3D
91
92
hm
LT
LC
I/P
h
93
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