How Much Weight Can a 20.0 m³ Meteorological Balloon Lift?

  • Thread starter Thread starter chawki
  • Start date Start date
  • Tags Tags
    Balloon
AI Thread Summary
A 20.0 m³ meteorological balloon with a weight of 10.5 kg can lift cargo based on the buoyant force produced by the air it displaces. The buoyant force is calculated as the weight of the displaced air, which is 231.51 N, minus the weight of the balloon, resulting in a net lift force of 128.5 N. This net force allows the balloon to lift an additional mass of approximately 13.1 kg. Understanding buoyancy is crucial, as it determines the relationship between the weight of the displaced air and the weight of the balloon and cargo. The discussion emphasizes the importance of calculating buoyant force to determine lifting capacity effectively.
  • #51
gneill said:
Yes. That is the equation that describes the situation put forth in the problem statement. So you should be able to solve for the weight of the cargo, right?

i found that by applying second law of Newton at a statioanary state...
but you didn't answer what i asked in post#43
 
Physics news on Phys.org
  • #52
chawki said:
i found that by applying second law of Newton at a statioanary state...
but you didn't answer what i asked in post#43

What did you ask? You said:

"in post#23 you said the buoyant force is 231.51 N
isn't 128.505 N ?"

That question is answered! The buoyant force is 231.51 N, the weight of the displaced air.
It is not 128.505 N, the weight of the displaced air minus the weight of the balloon; that is the lift.

I cannot see how to make it any clearer. The only forces of interest are the buoyant force, the weight of the balloon, the lift (buoyancy - weight of balloon), and the weight of the cargo (which is set equal in magnitude to the lift for this problem).
 
  • #53
gneill said:
What did you ask? You said:

"in post#23 you said the buoyant force is 231.51 N
isn't 128.505 N ?"

That question is answered! The buoyant force is 231.51 N, the weight of the displaced air.
It is not 128.505 N, the weight of the displaced air minus the weight of the balloon; that is the lift.

I cannot see how to make it any clearer. The only forces of interest are the buoyant force, the weight of the balloon, the lift (buoyancy - weight of balloon), and the weight of the cargo (which is set equal in magnitude to the lift for this problem).

NOW IT'S CLEAR...because i have been working with the idea of:
buoyancy force=weight of displaced air - weight of ballon
which is WRONG
 
Back
Top