Radial and Transverse Components of Velocity and Acceleration
A point in Polar coordinate system is represented by p(r,
θ) where r is the radius vector and θ is the angle which the radius vector
makes with initial line.
The direction of the radius vector (OP) ̅ =( r) ̅ is called the radial
direction. Let r ̂ be the unit vector along this
direction. The direction perpendicular to ( r) ̅ in the direction of
increasing θ is called the transverse direction. Let s ̂ be the unit vector
along this direction.
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| Radial and Transverse Components of Velocity and Acceleration |
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| Radial and Transverse Components of Velocity and Acceleration |
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| Radial and Transverse Components of Velocity and Acceleration |
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