Problem 1) We consider the following system when placed in a uniform gravitational field (with acceleration g): An ordinary 2 dimensional pendulum of length { is placed at the edge of a disc of radius a. The disc rotates with constant angular velocity w. Neglect all masses apart from the mass m at the end of the 2D pendulum.
Problem 1) We consider the following system when placed in a uniform gravitational field (with acceleration g): An ordinary 2 dimensional pendulum of length { is placed at the edge of a disc of radius a. The disc rotates with constant angular velocity w. Neglect all masses apart from the mass m at the end of the 2D pendulum.
Related questions
Question

Transcribed Image Text:Problem 1) We consider the following system when placed in a uniform gravitational field
(with acceleration g): An ordinary 2 dimensional pendulum of length l is placed at the edge
of a disc of radius a. The disc rotates with constant angular velocity w. Neglect all masses
apart from the mass m at the end of the 2D pendulum.
mass n
a) How many degrees of the freedom does the system have, after taking into account the
presence of constraints?
b) Find the Lagrangian for the system
Expert Solution

This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
Step by step
Solved in 3 steps with 2 images
