P3.23 The two-tank system shown in Figure P3.23(a) D is controlled by amotor adjusting the input valve and ultimately varying the output flow rate.The system has the transfer functionQo(s)I(s)1G(s) :s3 + 10s? + 29s + 20for the block diagram shown in Figure P3.23(b) O. Obtain a state variablemodel.Motor andvalveValveI(s)InputsignalQ,(8)Q2(8)2,(s)Outputflow(a)I(s)InputsignalQ,(8)Outputflow1Q,(8)1Q2(8)1s +5s +1s+4(b)

Given transfer function is To obtain the state variable model, we have to write the transfer…

P3.23 The two-tank system shown in Figure P3.23(a) O is controlled by a motor adjusting the input valve and ultimately varying the output flow rate. The system has the transfer function Qo(s) = G(s) = I(s) 1 g3 + 10s² + 29s + 20 for the block diagram shown in Figure P3.23(b) O. Obtain a state variable model. Motor and valve Valve I(s) Input signal Q,(s) Q2(s) Q.(s) Output flow (a) I(s) Input signal Q,(8) Output 1 Q,(8) 1 Q,(8) 1 flow s+5 s +1 s+4 (b)

P3.23 The two-tank system shown in Figure P3.23(a) O is controlled by a motor adjusting the input valve and ultimately varying the output flow rate. The system has the transfer function Qo(s) = G(s) = I(s) 1 g3 + 10s² + 29s + 20 for the block diagram shown in Figure P3.23(b) O. Obtain a state variable model. Motor and valve Valve I(s) Input signal Q,(s) Q2(s) Q.(s) Output flow (a) I(s) Input signal Q,(8) Output 1 Q,(8) 1 Q,(8) 1 flow s+5 s +1 s+4 (b)

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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