Solve question using Excel or Matlab

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SUMMARY

The discussion focuses on calculating and graphing the boundary layer thickness and friction coefficient for water flow over a stationary horizontal flat plate of one meter in length, with a velocity of 1 m/s. Participants emphasize the use of either MATLAB or Excel for this task, with a consensus that Excel may be the simpler option. Key expressions for boundary layer thickness and friction factor, which depend on Reynolds number (Re), are crucial for generating accurate graphs from x = 0.01 m to x = 1 m.

PREREQUISITES
  • Understanding of boundary layer theory
  • Familiarity with Reynolds number calculations
  • Proficiency in Excel or MATLAB for data visualization
  • Knowledge of fluid dynamics principles
NEXT STEPS
  • Research boundary layer thickness equations for flat plates
  • Learn how to calculate Reynolds number for flow conditions
  • Explore graphing techniques in Excel for scientific data
  • Investigate MATLAB functions for fluid dynamics simulations
USEFUL FOR

Students in engineering or physics, particularly those studying fluid dynamics, as well as professionals seeking to visualize flow characteristics over surfaces.

sam_smk
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OP warned about not using the template
water moves over a stationary horizontal flat plate of one-meter length. if velocity of water is 1 m/s, draw boundary layer and friction coefficient versus x for this plate.

hint: start your curves from x=1cm.Professor asked us to do it in Matlab or Excel and I'm not sure I understand how to do it.
 
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Hi, Sam!

There are expressions for boundary layer thickness and friction factor as functions of x (the friction factor is a function of Re, which in turn is a function of x) for flow over flat plates. Are you aware of them?

If I understood correctly, your professor is asking you to graph the boundary layer thickness and friction factor from x = 0.01 m to x = 1 m using said expressions. IMO, it's just easier to do this in Excel.
 

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