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HomeMIT 2.003SC Engineering Dynamics, Fall 2011Kinematics: derivative of a rotating vector in cylindrical coordinates

Kinematics: derivative of a rotating vector in cylindrical coordinates

1:14:47

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Angular momentum of a particle, torque as the time rate of change of angular momentum, and the appearance of the coriolis force

Description: Prof. Vandiver goes over an example problem of a block on a slope, the applications of Newton’s 3rd law to rigid bodies, kinematics in rotating and translating reference frames, and the derivative of a rotating vector in cylindrical coordinates.

Instructor: J. Kim Vandiver