Understanding Fluid Statics: Solving Gage Pressure Problems

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SUMMARY

This discussion focuses on solving gage pressure problems in fluid statics, specifically addressing the use of specific gravity (SG) and the relationship between fluid density and pressure. The key equations highlighted include the calculation of specific gravity as SG = gamma(fluid) / gamma(water) and the pressure difference formula Delta P(P2 - P1) = -gamma(fluid) * Delta Y(Y2 - Y1). Participants emphasize the importance of clarity in presenting calculations and concepts, particularly in handwritten work.

PREREQUISITES
  • Understanding of fluid statics principles
  • Knowledge of specific gravity and its calculation
  • Familiarity with pressure difference equations
  • Basic skills in handwriting and presentation of mathematical work
NEXT STEPS
  • Study the derivation of the pressure difference formula in fluid statics
  • Learn about the implications of specific gravity in various fluid applications
  • Explore the concept of hydrostatic pressure and its calculations
  • Practice presenting mathematical solutions clearly and legibly
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Students studying fluid mechanics, educators teaching fluid statics, and professionals involved in hydraulic engineering or related fields.

brk51
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Homework Statement


Screen Shot 2017-09-25 at 8.10.48 PM.png

All over the place here so bare with me, I'll get the hang of it eventually.

-----For these types of problems.. can you start at either the top of the tank or from point a?
-----Given specific Gravity, you need gamma of the unknown fluid so you multiply it by the density of water and gravity correct?

Homework Equations


SG = gamma(fluid) / gamma(water) gamma = density * gravity
Delta P(P2 - P1) = -gamma(fluid) * Delta Y(Y2 - Y1) >>>>> = -[(gamma water * gravity) * SG]

The Attempt at a Solution


IMG_0284.jpg
 
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Can you please clean this up by writing over neatly. It is very hard to read your handwriting, particularly this signs. It looks like you have the right idea conceptually, but, it's hard to tell.
 
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