Elasticity
I've been attempting to come up with an equation for Elasticity, and here are my 3:
1. E*=d1/d2
2. E*=Fg x d1/W
3. E*=d1 x sqrt Fg/d2x E x (1-E**)
Where-
E* is the Elasticity of the dropped object.
d2 is the distance dropped.
d1 is the distance bounced.
E is the energy at release.
Mu is the coefficient of friction(I know that it's not in there, but you may put it on the d1 side of all of these equations for a closer-to-reality answer.
)
Fg is the force of Gravity.
Sqrt is the square root of the final answer(just like radical parenthases)
x is times(multiplying, just so you don't get the terms confused)
/ is dividing.
and
E** is the Elasticity of the object it bounces on(again, you may put it on the W side of the equation, I just put it in once to show what it would look like when you put it in.)
(Basically, #3. is E*=d1 x sqrt Fg/d2 x E)
I've been attempting to come up with an equation for Elasticity, and here are my 3:
1. E*=d1/d2
2. E*=Fg x d1/W
3. E*=d1 x sqrt Fg/d2x E x (1-E**)
Where-
E* is the Elasticity of the dropped object.
d2 is the distance dropped.
d1 is the distance bounced.
E is the energy at release.
Mu is the coefficient of friction(I know that it's not in there, but you may put it on the d1 side of all of these equations for a closer-to-reality answer.

Fg is the force of Gravity.
Sqrt is the square root of the final answer(just like radical parenthases)
x is times(multiplying, just so you don't get the terms confused)
/ is dividing.
and
E** is the Elasticity of the object it bounces on(again, you may put it on the W side of the equation, I just put it in once to show what it would look like when you put it in.)
(Basically, #3. is E*=d1 x sqrt Fg/d2 x E)