Obtain the equation of motion for a 1.25-g mass, at the end of a perfectly elastic...
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Physics
Obtain the equation of motion for a 1.25-g mass, at the end of aperfectly elastic spring which, when stretched 3.75 cm fromequilibrium and then released from rest, undergoes simple harmonicmotion with a period of 0.016667 s. B.) Find the (i) springconstant (ii) maximum velocity and (iii) total energy of the mass.C.) For the above spring find the positions for which the potentialenergy is one-third the kinetic energy.
Obtain the equation of motion for a 1.25-g mass, at the end of aperfectly elastic spring which, when stretched 3.75 cm fromequilibrium and then released from rest, undergoes simple harmonicmotion with a period of 0.016667 s. B.) Find the (i) springconstant (ii) maximum velocity and (iii) total energy of the mass.C.) For the above spring find the positions for which the potentialenergy is one-third the kinetic energy.
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4.3 Ratings (797 Votes)
Considering the spring mass system Here the only conservative force is acting on the systemSpringforce is conservative in nature therefore the total mechanicalenergy will be constant Let the spring constant be k initially the spring is stretched 375 cm from
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