Archimede's law and helium help

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SUMMARY

This discussion focuses on calculating the volume of a helium balloon using Archimedes' law. To determine the volume, one must apply the formula: Volume = Lift / (g * (density of air - density of helium)), where 'g' represents gravitational acceleration. The participants emphasize the importance of accurately measuring the densities of air and helium to ensure precise calculations. Misapplication of the formula can lead to significantly inflated volume estimates.

PREREQUISITES
  • Understanding of Archimedes' principle
  • Knowledge of density calculations
  • Familiarity with gravitational acceleration (g = 9.81 m/s²)
  • Basic algebra for manipulating equations
NEXT STEPS
  • Research the specific densities of air and helium at various temperatures
  • Explore advanced applications of Archimedes' law in fluid dynamics
  • Learn about the effects of temperature on gas density
  • Investigate practical applications of buoyancy in engineering
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Students in physics, engineers working with buoyant systems, and hobbyists interested in balloon design and aerodynamics.

Haftred
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Suppose I knew the densities of air and helium and I make a helium balloon. If I know the lift (in Newtons), how can I find the volume of the balloon?
 
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Haftred said:
Suppose I knew the densities of air and helium and I make a helium balloon. If I know the lift (in Newtons), how can I find the volume of the balloon?

Aplly Archimede's law correctly.U should be getting the ratio between the lift and the product between the difference of densities and the gravitational acceleration.
 
Do you mean Lift/(g(d2 - d1)) That gives a very large answer.
 
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