Rotational Dynamic1

Rotational Dynamic1 - W = τμ Integral definition of work...

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Rotational Dynamics Terms and Formulae Terms Torque - The rotational analogue to force. Moment of Inertia - The property of an object that dictates its angular acceleration. Rolling Without Slipping - The special case of combined rotational and translational motion in which the part of the object in contact with the ground has zero velocity. Formulae Definition of torque τ = Fr sin θ Vector definition of torque τ = r × F Relation between τ and α τ = mr 2 α Rotational Analogue to Newton's Second Law τ = Definition of work in angular motion
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Unformatted text preview: W = τμ Integral definition of work in angular motion W = τdμ Definition of kinetic energy in angular motion K = Iσ 2 Definition of power in angular motion P = τσ Relation between linear and angular velocity when an object is rolling without slipping v cm = σr Kinetic energy when an object rolls without slipping, in terms of v K = mv 2 + I Kinetic energy when an object rolls without slipping, in terms of σ K = mσ 2 r 2 + Iσ 2 Formula for the moment of inertia of a rigid body I = r 2 dm...
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This note was uploaded on 02/09/2012 for the course PHY PHY2053 taught by Professor Davidjudd during the Fall '10 term at Broward College.

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