- #1
lost_in_phys
- 8
- 0
The question is exactly this:
Prove that the maximum speed (Vmax) of a mass on a a spring is given by 2(pi)fA.
where f = frequency and A =Amplitude
We are given such formulas as:
f=[1 / 2(pi)]square_root (k /m) or
f=[1 / 2(pi)]square_root (a /-x)
the formula for total energy in a system (1/2*m*vsquared + 1/2*k*xsquared)
When I try to do it, I try to rearrange the formulas and get stuck in a giant maze of variables and such.
This question was asked before on this forum as part of another question but was never answered
Prove that the maximum speed (Vmax) of a mass on a a spring is given by 2(pi)fA.
where f = frequency and A =Amplitude
We are given such formulas as:
f=[1 / 2(pi)]square_root (k /m) or
f=[1 / 2(pi)]square_root (a /-x)
the formula for total energy in a system (1/2*m*vsquared + 1/2*k*xsquared)
When I try to do it, I try to rearrange the formulas and get stuck in a giant maze of variables and such.
This question was asked before on this forum as part of another question but was never answered