1. (a) Find the transfer functions HyQ and HyQ for the three-tank system shown in Fig. P6-4 where Hz. H, and Q are deviation variables. Tank 1 and tank 2 are interacting. (6) For a unit-step change in q (that is, Q = 1/ls), determine Ha(0) and Hg), and sketch H3() versus t. R= 2 Tank I Tank 2 Az= 0.5 hy Ry-4 Tank 3

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
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1.
(a) Find the transfer functions HylQ and Hy/Q for the three-tank system shown in Fig. P6-4
where Hz, Hy, and Q are deviation variables. Tank 1 and tank 2 are interacting.
(b) For a unit-step change in q (that is, Q = 1/s), determine Hg(0) and Ha(), and sketch
H3(1) versus t.
R =2
Rg =2
Tank 1
Tank 2
Az=0.5
Ry=4
Tank 3
2.
In the two-tank mixing process shown in Fig. P6-6, x varies from 0 lb salun' to 1 Ib saltun
according to a step function. At what time does the salt concentration in tank 2 reach
0.6 lb salufn? The holdup volume of each tank is 6 f°.
3 f/min
Tank 1
Tank 2
FIGURE P6-6
Transcribed Image Text:1. (a) Find the transfer functions HylQ and Hy/Q for the three-tank system shown in Fig. P6-4 where Hz, Hy, and Q are deviation variables. Tank 1 and tank 2 are interacting. (b) For a unit-step change in q (that is, Q = 1/s), determine Hg(0) and Ha(), and sketch H3(1) versus t. R =2 Rg =2 Tank 1 Tank 2 Az=0.5 Ry=4 Tank 3 2. In the two-tank mixing process shown in Fig. P6-6, x varies from 0 lb salun' to 1 Ib saltun according to a step function. At what time does the salt concentration in tank 2 reach 0.6 lb salufn? The holdup volume of each tank is 6 f°. 3 f/min Tank 1 Tank 2 FIGURE P6-6
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