generate equations for flow velocity and Reynolds number in the wide section (ReD) as functions of ΔP1.generate an equation for CD as a function of ΔP1 and ΔP2.based on the equations generated, calculate the values of CD and ReD corresponding to each row of ΔP1 and ΔP2 and generate an excel table with all the calculated values.create a plot of CD as a function of the Reynolds number (ReD). In the plot, use the x-axis for ReD and the y-axis for CD.Show all the derivations and theoretical work applied to arrive at the solution. Also include any excel sheet or coding utilized to generate the curve.(Hint: 1. the flow rate as measure by the pitot tube velocity is the same as the flow rate through the nozzle and 2. use ideal gas equation to find density of air)Background information Utilize computer software such as excel,mathlab,ect. The experimental set-up shown below is used to determine the discharge coefficient (CD) of the nozzle flow meter for air flow. The Pitot-Static probes (on the left part of the figure) are used as a means of accurately measuring the fluid velocity, and hence the actual volume or mass flow rate of the flow. ΔP1 represents the pressure difference between the pitot and static tubes and ΔP2 represents the pressure difference between the wide and the throat sections of the nozzle. If an experiment that has been run at T = 25 oC and P =1 atm (atmospheric conditions) results in the data shown in the table below: Create a plot of discharge coefficient (CD) as a function of the Reynolds number (ReD). In the plot, use the x-axis for ReD and the y-axis for CD. Follow the following steps to generate the plot. Show all the derivations and theoretical work applied to arrive at the solution. Along with detailed descriptions of your derivation process. Also include any excel sheet or coding utilized to generate the curve. Expert should not write on scratch paper and type everything out when answering Cross-section A - AAΔΡΑΔΡ2Pressure tapsNozzled DΠd = 4 cmD = 8 cmΔΡ1 (Pa)|ΔΡ, (Pa)10159.97825395.2250784.684751172.661001559.781251946.311502332.41752718.142003103.582253488.792503873.782754258.593004643.23

Coefficient of discharge is given is defined as: Cp = A1 * 01/42 * U2 A1 and A2 are given. We…

Answered: generate equations for flow velocity…

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

generate equations for flow velocity and Reynolds number in the wide section (ReD) as functions of ΔP1.
generate an equation for CD as a function of ΔP1 and ΔP2.
based on the equations generated, calculate the values of CD and ReD corresponding to each row of ΔP1 and ΔP2 and generate an excel table with all the calculated values.
create a plot of CD as a function of the Reynolds number (ReD). In the plot, use the x-axis for ReD and the y-axis for CD.

Show all the derivations and theoretical work applied to arrive at the solution. Also include any excel sheet or coding utilized to generate the curve.

(Hint: 1. the flow rate as measure by the pitot tube velocity is the same as the flow rate through the nozzle and 2. use ideal gas equation to find density of air)

Background information

Utilize computer software such as excel,mathlab,ect.

The experimental set-up shown below is used to determine the discharge coefficient (CD) of the nozzle flow meter for air flow. The Pitot-Static probes (on the left part of the figure) are used as a means of accurately measuring the fluid velocity, and hence the actual volume or mass flow rate of the flow. ΔP1 represents the pressure difference between the pitot and static tubes and ΔP2 represents the pressure difference between the wide and the throat sections of the nozzle. If an experiment that has been run at T = 25 oC and P =1 atm (atmospheric conditions) results in the data shown in the table below: Create a plot of discharge coefficient (CD) as a function of the Reynolds number (ReD). In the plot, use the x-axis for ReD and the y-axis for CD. Follow the following steps to generate the plot.

Show all the derivations and theoretical work applied to arrive at the solution. Along with detailed descriptions of your derivation process. Also include any excel sheet or coding utilized to generate the curve.