An object of mass m which is hang (by means of a string of negligible mass) at the surface
of a reservoir of water placed on the ground. Assuming that the reservoir is of depth D and
the object released to fall vertically downward. Derive the equations of motion of the object
assuming that the resistance offered by the water is R Newtons. How much time is need to
get the object to the bottom of the reservoir? With appropriate choice of parameters, plot
the potential energy of the object as a function of time.
Answers
Answered by
1
An object of mass m which is hang (by means of a string of negligible mass) at the surface of a reservoir of water placed on the ground. Assuming that the reservoir is of depth D and the object released to fall vertically downward. Derive the equations of motion of the object assuming that the resistance offered by the water is R Newtons. How much time is need to get the object to the bottom of the reservoir? With appropriate choice of parameters, plot the potential energy of the object as a function of time.
Similar questions