A. The flow of liquid from a tank in a manufacturing system has been modeled using the following equation: where: q(t)=ke(t)√h(t) q(t) is the rate of liquid flow out of the tank [m³/s] (1) is the position of a valve at the outlet of the tank [% open] h(t) is the height of liquid in the tank [m] k is a constant Obtain a linearized equation describing the flow rate q(t) as an approximate function of change in valve position 8(t) away from a nominal valve position 8, and change in liquid height h(t) away from a nominal liquid height ho.

A. The flow of liquid from a tank in a manufacturing system has been modeled using the following equation: where: q(t)=ke(t)√h(t) q(t) is the rate of liquid flow out of the tank [m³/s] (1) is the position of a valve at the outlet of the tank [% open] h(t) is the height of liquid in the tank [m] k is a constant Obtain a linearized equation describing the flow rate q(t) as an approximate function of change in valve position 8(t) away from a nominal valve position 8, and change in liquid height h(t) away from a nominal liquid height ho.

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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