Why Does Water Balloon Drop Not Match Expected 9.81m/s² Acceleration?

AI Thread Summary
The experiment with water balloons showed that their acceleration does not match the expected 9.81 m/s² due to their non-rigid nature and the influence of air resistance. Unlike rigid bodies, water balloons deform during the drop, affecting their motion. Additionally, the presence of drag forces alters the acceleration experienced by the balloon. The oscillations and potential approach to terminal velocity can significantly impact average acceleration measurements. These factors collectively explain the discrepancy in expected versus observed acceleration.
psychosushi
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I did an experiment with water balloons and i dropped it off at a specific height. The acceleration of the object is nowhere near 9.81m/s^2
Why is that?
 
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Welcome to PF:

If you drop a rigid body, its acceleration due to gravity will be nearly 9,8 m/s^2
But the water balloon is not a rigid body.
 
rl.bhat said:
Welcome to PF:

If you drop a rigid body, its acceleration due to gravity will be nearly 9,8 m/s^2
But the water balloon is not a rigid body.

rigid as in?
 
psychosushi said:
rigid as in?
Well, rigid in this context means "doesn't deform in any way." Every point within that body remains at a fixed position relative to all the other points, and these relative positions don't change. This is an idealization. There is no such thing as a rigid body in real life.

If I had been answering your original question, I would have cited air resistance (drag) as something to be looked into. I.e. you are not dropping this thing in a vacuum, and therefore gravity is not the only force acting on it.
 
thank you very much
:)
 
psychosushi said:
I did an experiment with water balloons and i dropped it off at a specific height. The acceleration of the object is nowhere near 9.81m/s^2
Why is that?

What did you get for the acceleration?
 
Redbelly98 said:
What did you get for the acceleration?

More importantly, for what height and time did you make the measurements?

The oscillations of the balloon and the approach towards the terminal velocity (When the velocity is at the terminal velocity, the balloon will no longer accelerate) could have immense impacts on the average acceleration, flooring its value if you take a measurement over a long enough time.
 
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