This is not graded it is prelab questions in which I need help with. BackgroundIn this experiment we examine the dynamic response ofthe fluid system represented schematically in the figure.hThe open tank acts as a fluid capacitance, for whichthe elemental equation isQ=cª(1)where is the net volumetric flow rate of fluid into thetank and P is the pressure at the bottom of the tank. Thecapacitance constant isdpdtC =(2)where Atank is the cross-sectional area of the tank, pis the fluid mass density, and g is the local accelerationdue to gravity.The orifice at the bottom of the tank acts as a fluidresistance. Recall that the pressure drop across an orificeresistor is.QoutAtankpgPR - (2013) Qu20²RodpdtRCwhere Ao is the area of the orifice, C is the dischargecoefficient (Cd = 0.6), and Q is the volumetric flowthrough the orifice.When the volumetric inflow rate Qin is a constant Qinothe pressure at the bottom of the tank will settle to asteady-state value Po, and the flow rate through the ori-fice will be QRO = Qino. Consider small perturbations inresistor pressure and flow away from steady-state values:P = Pr - Po, QR = QR-QRO, For these conditions,the orifice can be described by the linear relationshipPR=RQRwhere R=,dh*dtQROCA²Then a linear system equation for the pressure can bederived.Or, stated in terms of fluid level,R+h* = -Qinpgwhere h*=h-ho and Qin = Qin - ino(3)+ P* = RQin*(5)(6)Pre-Lab Calculations1. The area of the tank in our experiment is Atank =0.0314 m². Calculate the capacitance of the tankC. (Eq 2) (mks units).7

Background In this experiment we examine the dynamic response of the fluid system represented schematically in the figure. h Rive The open tank acts as a fluid capacitance, for which the elemental equation is dp Q=cª dt (1) where is the net volumetric flow rate of fluid into the tank and P is the pressure at the bottom of the tank. The capacitance constant is Atank pg C= (2) where Atank is the cross-sectional area of the tank, p is the fluid mass density, and g is the local acceleration due to gravity. Pre-Lab Calculations 1. The area of the tank in our experiment is Atank = 0.0314 m². Calculate the capacitance of the tank C. (Eq 2) (mks units).

Background In this experiment we examine the dynamic response of the fluid system represented schematically in the figure. h Rive The open tank acts as a fluid capacitance, for which the elemental equation is dp Q=cª dt (1) where is the net volumetric flow rate of fluid into the tank and P is the pressure at the bottom of the tank. The capacitance constant is Atank pg C= (2) where Atank is the cross-sectional area of the tank, p is the fluid mass density, and g is the local acceleration due to gravity. Pre-Lab Calculations 1. The area of the tank in our experiment is Atank = 0.0314 m². Calculate the capacitance of the tank C. (Eq 2) (mks units).

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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