The generalized coordinates of a simple pendulum are the angular displacement and the angular momentum is m/26. Find the trajectory in phase space of the system and show that the area 4 enclosed by a trajectory is equal to product of total energy E and time period t of the pendulum.
The generalized coordinates of a simple pendulum are the angular displacement and the angular momentum is m/26. Find the trajectory in phase space of the system and show that the area 4 enclosed by a trajectory is equal to product of total energy E and time period t of the pendulum.
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Transcribed Image Text:The generalized coordinates of a simple pendulum are the angular displacement and the
angular momentum is m/26. Find the trajectory in phase space of the system and show that
the area 4 enclosed by a trajectory is equal to product of total energy E and time period of
the pendulum.
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