Calculating Drag using Momentum Equation

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SUMMARY

The discussion focuses on calculating drag using the momentum equation, specifically addressing a homework problem related to fluid dynamics. The user expresses difficulty in manipulating the integral for U1, which is constant, and seeks guidance on how to proceed with the thickness calculation and its application in the given U equation. Participants emphasize the importance of clear figures for effective communication and problem-solving.

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  • Understanding of fluid dynamics principles
  • Familiarity with the momentum equation in physics
  • Basic knowledge of integrals and calculus
  • Ability to interpret and create clear graphical representations
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  • Review the momentum equation in fluid dynamics
  • Study the process of calculating drag forces
  • Learn about the significance of U1 in fluid flow equations
  • Practice creating and interpreting figures for physics problems
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Students studying fluid dynamics, physics educators, and anyone preparing for exams involving momentum equations and drag calculations.

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Homework Statement


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Homework Equations


See above photo.

The Attempt at a Solution


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Hey guys, I'm stuck on this equation never done anything like it but apparently its due to come up on exam next week. Any ideas on where to go with it so far...i stopped as i was about to remove the integral for U1 as it is constant.
As concerns the second part, I'm I right in presuming i work out the thickness, fill that into the given u equation and then in turn use the derived equation to solve

Hope ye can help, thanks.
 
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The reason you're not getting any responses is because of the poor quality of the figures you have provided. No one is going to take the time to try to read them, especially the ones that are rotated 90 degrees.

Chet
 

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