Find the Formula for Diameter of 3 Pipes

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SUMMARY

The discussion focuses on deriving a formula to calculate the diameter of the third pipe (d3) based on the cross-sectional changes of three pipes. The relevant equation provided is δ[adm]=2%(l1+l2+l3), which indicates that the maximum allowable deflection is 2% of the total length of the pipes. The user seeks a straightforward formula to implement in Excel for dynamic calculations. The context involves concepts of momentum and forces, specifically relating to the maximum refraction of the system.

PREREQUISITES
  • Understanding of fluid dynamics principles
  • Familiarity with momentum and forces in mechanical systems
  • Basic knowledge of Excel formulas and functions
  • Concept of allowable deflection in engineering applications
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  • Research the derivation of formulas for pipe diameter calculations in fluid mechanics
  • Learn about the application of the δ= M/W equation in engineering contexts
  • Explore Excel functions for dynamic calculations and modeling
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Engineers, students in mechanical or civil engineering, and anyone involved in fluid dynamics or pipe design will benefit from this discussion.

emutudeng
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Homework Statement



My vocabulary is pretty bad in specialized English, so I have to post a picture of problem

There are three pipes, the cross-section changes and all measures are illustrative, I need to find an easy formula to find the diameter of d3, so I can create formula in Excel and by changing numbers it calculates the answer.

δ[adm]=2%(l1+l2+l3)


Homework Equations



Formulas are from topic of momentum and forces,
Maybe this helps
δ= M/W ⩽ δ[adm]

The Attempt at a Solution



It should become something like ω/M max * some coefficients, but I haven't found anything form books.
 

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δ[adm]=2%(l1+l2+l3)
Perhaps if you were to explain in words what this formula is about, someone might recognize what you are trying to do.
 
It means that the max refraction is 2%. The point is to find diameter of the upper pipe. It depends of the two others.
 

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