How many balloons would it take to lift an object?

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SUMMARY

The discussion centers on calculating the number of balloons required to lift an object based on the principles of buoyancy and gravity. The key equation presented is the difference between the weight of air displaced by the balloon and the weight of the balloon itself, which determines the lift force. The gravitational acceleration is established at approximately 10 m/s², and the force needed to keep an object aloft is calculated as the mass of the object multiplied by this gravitational constant. The primary inquiry is the upward force generated by a single balloon.

PREREQUISITES
  • Understanding of buoyancy principles
  • Basic knowledge of gravitational force calculations
  • Familiarity with mass and weight concepts
  • Knowledge of the physics of gases and air displacement
NEXT STEPS
  • Research the physics of buoyancy and Archimedes' principle
  • Learn how to calculate lift force for different types of balloons
  • Explore the effects of atmospheric pressure on balloon lift
  • Investigate the relationship between gas volume and lift in helium balloons
USEFUL FOR

Students of physics, hobbyists interested in aerodynamics, and anyone exploring practical applications of buoyancy and lift in real-world scenarios.

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Like what's the equation?
 
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weight of air displaced - weight of balloon = lift
 
moonman239 said:
Like what's the equation?

We know gravity is ~10 meters a second per second downward. So, if I had an object of mass M the force needed to keep an object up in the air would be M*10. Now, the only question is how much force does one balloon produce in the upward direction?

Edit: beaten
 

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