Is it possible to calculate Impact Force non-experimentally?

AI Thread Summary
Calculating impact force non-experimentally involves using material parameters to estimate deflection after impact. The rubber weight can be modeled as a linear spring, allowing for the application of Hooke's Law. The energy stored in the spring is equated to the potential energy of the falling weight, leading to a formula for vertical deflection. The velocity upon impact can be derived from gravitational potential energy, and the impact force can be calculated using the relationship between velocity and deflection. This approach provides a theoretical framework for estimating impact force without direct experimentation.
spanton89
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Hi,

I am trying to calculate the impact force of a rubber weight falling on a rubber surface. I am aware that to calculate impact force, I need to know the amount of deflection after impact. Is there a way to calculate this, using material parameters, rather than experimentally?

Thanks in advance.
 
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You could roughly estimate by modelling the rubber ball as a linear spring:

F_spring = k y

where k is the "spring constant" for rubber and y is the vertical deflection.

The energy stored in the spring is:

U_spring = (1/2) k y^2

If the rubber weight of mass m is dropped from height h, its PE = mgh

So,

U_spring = mgh and

y_spring = sqrt (2mgh / k)

The velocity on impact is:

v = sqrt (2gh)

Assuming constant decleration, the impact force is:

F_impact = v^2 / 2y
 
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