QUESTION 4 The Reynolds number can be calculated using the following equation: pDv Re 4Q Q is the volumetric flow rate of fluid. p and p are the density and viscosity of the fluid consequently. D is...


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QUESTION 4<br>The Reynolds number can be calculated using the following equation:<br>pDv<br>Re<br>4Q<br>Q is the volumetric flow rate of fluid. p and p are the density and viscosity of the<br>fluid consequently. D is the diameter of the pipe.<br>Write a MATLAB function to calculate the Reynolds number for a given fluid<br>type and a volumetric flowrate in a feasible range.<br>Fluid<br>p (kg/m')<br>Water<br>1000<br>0.0015<br>Ethyl Alcohol<br>800<br>0.0018<br>Methyl Alcohol<br>760<br>0.0023<br>The feasibility of the volumetric flowrate (Q) should be checked with the<br>constraint of 0.05 s Q s 0.5<br>A plot of the Re as a function of number Diameter of the pipe between 0.01 and<br>0.1 m.<br>Display the Re number for the end value of the D using

Extracted text: QUESTION 4 The Reynolds number can be calculated using the following equation: pDv Re 4Q Q is the volumetric flow rate of fluid. p and p are the density and viscosity of the fluid consequently. D is the diameter of the pipe. Write a MATLAB function to calculate the Reynolds number for a given fluid type and a volumetric flowrate in a feasible range. Fluid p (kg/m') Water 1000 0.0015 Ethyl Alcohol 800 0.0018 Methyl Alcohol 760 0.0023 The feasibility of the volumetric flowrate (Q) should be checked with the constraint of 0.05 s Q s 0.5 A plot of the Re as a function of number Diameter of the pipe between 0.01 and 0.1 m. Display the Re number for the end value of the D using "fprintf" function. Check your function carefully, it should consider the infeasible fluid selection,

Jun 07, 2022
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