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Q3) A storage tank has a diameter of 20 ft and the output volumetric flow from this tank is given by: q=0. 1h? where h(t) is the height of liquid in the tank. At a particular time, the tank is at steady state with an input flow of 10 ft/min. Find: (a) Steady-state liquid height in the tank (b) Process transfer function. (c) Process response to the ramp flow input of 0.1 ft/min and sketch it

Q3) A storage tank has a diameter of 20 ft and the output volumetric flow from this tank is given by: q=0. 1h? where h(t) is the height of liquid in the tank. At a particular time, the tank is at steady state with an input flow of 10 ft/min. Find: (a) Steady-state liquid height in the tank (b) Process transfer function. (c) Process response to the ramp flow input of 0.1 ft/min and sketch it

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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Q3) A storage tank has a diameter of 20 ft and the output volumetric flow from this tank is given by: q=0. 1h? where h(t) is the height of liquid in the tank. At a particular time, the tank is at steady state with an input flow of 10 ft/min. Find: (a) Steady-state liquid height in the tank (b) Process transfer function. (c) Process response to the ramp flow input of 0.1 ft/min and sketch it Q4) Find the perturbation model q(t)=f (P(t)) for the following correlation 2ΔΡ q = CaA1
Transcribed Image Text:Q3) A storage tank has a diameter of 20 ft and the output volumetric flow from this tank is given by: q=0. 1h? where h(t) is the height of liquid in the tank. At a particular time, the tank is at steady state with an input flow of 10 ft/min. Find: (a) Steady-state liquid height in the tank (b) Process transfer function. (c) Process response to the ramp flow input of 0.1 ft/min and sketch it Q4) Find the perturbation model q(t)=f (P(t)) for the following correlation 2ΔΡ q = CaA1
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