Problem 2 A particle is moving on top of a 2-dimensional. plane with its coordinates given in cartesian system as x(t) = a sin wt, y(t) = a cos wt. Express the motion of the particle in terms of polar coordinates (p, ø). What is the minimum number of generalised coordinates required to describe. its motion? Draw the. trajectory of the particle. Now if the particle trajectory is changed to the followings, repeat the exercise. x(t) = 2a sin wt, y(t) = a cos 2wt
Problem 2 A particle is moving on top of a 2-dimensional. plane with its coordinates given in cartesian system as x(t) = a sin wt, y(t) = a cos wt. Express the motion of the particle in terms of polar coordinates (p, ø). What is the minimum number of generalised coordinates required to describe. its motion? Draw the. trajectory of the particle. Now if the particle trajectory is changed to the followings, repeat the exercise. x(t) = 2a sin wt, y(t) = a cos 2wt
Related questions
Question
Problem 2 A particle is moving on top of a 2-dimensional. plane with its coordinates given in cartesian system as x(t) = a sin wt, y(t) = a cos wt. Express the motion of the particle in terms of polar coordinates (p, ø). What is the minimum number of generalised coordinates required to describe. its motion? Draw the. trajectory of the particle. Now if the particle trajectory is changed to the followings, repeat the exercise. x(t) = 2a sin wt, y(t) = a cos 2wt
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 2 steps with 2 images