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Physics III
> Motion of Particles and Rigid Body
Motion of Particles and Rigid Body
Torque in Two and Three Dimensions
If a force
acts on a particle P, then the torque acting on the particle with respect to the origin O is given by
where
gives the position of the particle with reference to the origin O.
If both
and
lie in the XY plane then,
Generalising, the results to three dimensions
Also
t
can be written in terms of its components
Equating (1) and (2)
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Motion of Particles and Rigid Body
Introduction
Center of Mass
Generalization to N - Particles
Momentum Conservation and Motion of Center of Mass
Motion of Center of Mass
Center of Mass of a Rigid Body
Definition of Angular Velocity
Definition of Torque
Torque in Two and Three Dimensions
Angular Momentum
Physical Meaning of Angular Momentum
Conservation of Angular Momentum
Illustrations of the Law of Conservation of Angular Momentum
Geometrical Meaning and Conservation of Angular Momentum
Equilibrium of Rigid Bodies
Rigid Body Rotation and Equation of Rotation of Motion
Comparison of Linear and Rotational Motion
Moment of Inertia and its Physical Meaning
Radius of Gyration
Moment of Inertia of Continuous Mass Distribution
Parallel Axis Theorem
Perpendicular Axis Theorem
Moment of Inertia of Circular Ring, Disc, Cylinder, Sphere and Thin Straight Rod
Examples of Binary Systems in Nature
Moment of Inertia of a Diatomic Molecule
Summary
Animations
Motion of Centre of Mass of an Isolated System of Particles
Rigid Body and its Centre of Mass
Angular Momentum
Moment of Inertia
Rotational Inertia of Regular Bodies - An Activity
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