Question

63. The average P.E. of a body executing S.H.M. is :
(1) 3 ka? (2) 3 ka? (3) ka?
(4) Zero​

Answer 1

hrey brainlics!

The average value of P.E. for complete cycle is given by

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycle

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energy

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = Uaverage

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity(c) maximum acceleration

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity(c) maximum acceleration(d) total energy

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity(c) maximum acceleration(d) total energyIllustration : A particle executes SHM .

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity(c) maximum acceleration(d) total energyIllustration : A particle executes SHM .(a) What fraction of total energy is kinetic and what fraction is potential when displacement is one half of the amplitude;

The average value of P.E. for complete cycle is given byThe average value of K.E. for complete cycleThus average values of K.E. and P.E. of harmonic oscillator are equal and each equal to half of the total energyKaverage = UaverageExercise : The amplitude of an SHM is doubled. Find the corresponding change in(a) time period(b) maximum velocity(c) maximum acceleration(d) total energyIllustration : A particle executes SHM .(a) What fraction of total energy is kinetic and what fraction is potential when displacement is one half of the amplitude;(b) At what displacement the kinetic and potential energies are same?

ans!!

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Answer 2

Answer:

Difference between Periodic and Simple Harmonic Motion

In the periodic motion, the displacement of the object may or may not be in the direction of the restoring force. In the simple harmonic motion, the displacement of the object is always in the opposite direction of the restoring force.