Let us consider a swing as a harmonic oscillator! The velocity of the swing at the lowest position is 3 m/s. The acceleration at the highest point is 3 m/s2 . Write down the displacement-time function!
v=Aω=3,v=A\omega=3,v=Aω=3,
a=Aω2=3,a=A\omega^2=3,a=Aω2=3, ⟹ \implies⟹
ω=1 rads,\omega=1~\frac{rad}{s},ω=1 srad,
A=3 m,A=3~m,A=3 m, ⟹ \implies⟹
x=Asinωt,x=A\sin \omega t,x=Asinωt,
x=3sint (m).x=3\sin t~(m).x=3sint (m).
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