6.16 A liquid surge system (p= constant) is designed with a side tank that normally is isolated from the flowing material as shown in Fig. E6.16. %3D 90- h1 91 92 Area = A1 R1 Area = A2 R2 %3D %3|...


6.16 A liquid surge system (p= constant) is designed with a<br>side tank that normally is isolated from the flowing material as<br>shown in Fig. E6.16.<br>%3D<br>90-<br>h1<br>91<br>92<br>Area = A1<br>R1<br>Area = A2<br>R2<br>%3D<br>%3|<br>Valve 1<br>Valve 2<br>Figure E6.16<br>(a) In normal operation, Valve 1 is closed (R, → co) and q, = 0.<br>What is the transfer function relating changes in qo to changes<br>in outflow rate q, for these conditions?<br>%3D<br>(b) Someone inadvertently leaves Valve 1 partially open<br>(0 < R, < o0). What is the differential equation model for this<br>system?<br>(c) What do you know about the form of the transfer func-<br>tion Q(s)/Q6(s) for Valve 1 partially open? Discuss but do not<br>derive.<br>(d) Is the response to changes in qo faster or slower for Case<br>(b) compared to Case (a)? Explain why but do not derive an<br>expression for the response.<br>

Extracted text: 6.16 A liquid surge system (p= constant) is designed with a side tank that normally is isolated from the flowing material as shown in Fig. E6.16. %3D 90- h1 91 92 Area = A1 R1 Area = A2 R2 %3D %3| Valve 1 Valve 2 Figure E6.16 (a) In normal operation, Valve 1 is closed (R, → co) and q, = 0. What is the transfer function relating changes in qo to changes in outflow rate q, for these conditions? %3D (b) Someone inadvertently leaves Valve 1 partially open (0 < r,="">< o0).="" what="" is="" the="" differential="" equation="" model="" for="" this="" system?="" (c)="" what="" do="" you="" know="" about="" the="" form="" of="" the="" transfer="" func-="" tion="" q(s)/q6(s)="" for="" valve="" 1="" partially="" open?="" discuss="" but="" do="" not="" derive.="" (d)="" is="" the="" response="" to="" changes="" in="" qo="" faster="" or="" slower="" for="" case="" (b)="" compared="" to="" case="" (a)?="" explain="" why="" but="" do="" not="" derive="" an="" expression="" for="" the="">

Jun 10, 2022
SOLUTION.PDF

Get Answer To This Question

Related Questions & Answers

More Questions »

Submit New Assignment

Copy and Paste Your Assignment Here