Consider a two-tank system, in which the output flow rate qo(t) is controlled by a motor which adjusts the input valve, i(t). The equations of motion describe the relationship 1. Motor and valve Valve Input signal Q,(s) Q,(8) Output flow between the input, the flow rates q1 (t) and q2(t), from the first and second tanks, respectively and the output flow rate, й () 42(t) ġo(t) = -390(t) + 42(t) -5q1 (t) + i(t) -2q2(t) + q1 (t) Presume all initial conditions are zero. (a) Find the transfer function for the system with input I(s) and output Qo(s).

Consider a two-tank system, in which the output flow rate qo(t) is controlled by a motor which adjusts the input valve, i(t). The equations of motion describe the relationship 1. Motor and valve Valve Input signal Q,(s) Q,(8) Output flow between the input, the flow rates q1 (t) and q2(t), from the first and second tanks, respectively and the output flow rate, й () 42(t) ġo(t) = -390(t) + 42(t) -5q1 (t) + i(t) -2q2(t) + q1 (t) Presume all initial conditions are zero. (a) Find the transfer function for the system with input I(s) and output Qo(s).

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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