hootrpootr
Aerospace
- Feb 28, 2020
- 27
Hello, I want to drop a heavy mass onto a "pad", or thick plate (potentially even a block if the thickness is great enough). I am trying to determine an effective axial stiffness with which to apply to the pad. I know that for a rod for example, the stiffness could be worked out to be k = EA/L, where A is the cross-sectional area and L is the length of the rod.
Is it even an assumption worth making that if I drop a mass (A = length x width) onto a thick plate/block of a similar area (so that the edges don't behave nonlinearly or flare up), I could derive the through thickness axial stiffness of the pad as:
k = EA/t, where A is essentially the impact area, and t is the thickness of the pad?
Of course you might get effects where the pad expands outward as well as compresses, but for now I just want to focus on the axial stiffness of the pad.
Is it even an assumption worth making that if I drop a mass (A = length x width) onto a thick plate/block of a similar area (so that the edges don't behave nonlinearly or flare up), I could derive the through thickness axial stiffness of the pad as:
k = EA/t, where A is essentially the impact area, and t is the thickness of the pad?
Of course you might get effects where the pad expands outward as well as compresses, but for now I just want to focus on the axial stiffness of the pad.