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I have some problem with determining impact force acting on rubber-like elastic material (conveyor belt).

The problem is:

The object of mass M is released from the height H on conveyor belt which is clamped at the both ends and subjected to an uniaxial tensile force T. I would like to determine the maximum impact force (not impact energy) acting to the belt conveyor during the impact test if I know the acceleration-time curve. The acceleration changes during impact in a very small time interval. Can I use the formula IMPACT FORCE = MASS(it is constant) x CHANGE IN ACCELERATION ? CHANGE IN ACCELERATION (DECCELERATION respectively) is as follows: Acceleration before impact (9.81 m/sec^2) - Acceleration if object of mass M is in the lowest position.

And how can I calculate the maximum displacement of the object if given are Poisson's ratio and Modulus of elasticity of conveyor belt. Can anyone give answer for this problem.

Thanks

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# Impact problem

Can you offer guidance or do you also need help?

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