A small motor of mass 20 kg is symmetrically mounted on 4 equal springs,
each with a spring constant of 25 N/cm. Estimate the frequency and period
of vibration of the motor.
A trolley
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Explanation:
The spring (restoring) force experienced by the spring
F=kx __(1)
and External hence applied is F=ma __(2)
∴ from (1) and (2)
a=
m
F
=
m
kx
Hence ; Time period, T=2π
acceleration
displacement
=2π
F/m
F/x
=2π
k
m
Amplitude = max. displacement =
k
F
(b) At mean position . P.E.=0 and
K.E.=
2
1
kx
2
=
2
1
x
F
2
(c) Energy possessed when passes through Equilibrium position =
2
1
kx
2
=
2
1
k
F
2
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