Consider a cone with half angle a is placed such a way that vertex is at origin and its axis is along z direction. Obtain the expression for radial acceleration of a particle of mass m is constrained to move on the surface of the cone by taking Lagrangian in terms of spherical polar coordinates r and o. (Assume 1 is the angular momentum along = direction)
Consider a cone with half angle a is placed such a way that vertex is at origin and its axis is along z direction. Obtain the expression for radial acceleration of a particle of mass m is constrained to move on the surface of the cone by taking Lagrangian in terms of spherical polar coordinates r and o. (Assume 1 is the angular momentum along = direction)
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Consider a cone with half angle a is placed such a way that vertex is at origin and its axis is along z direction. Obtain the expression for radial acceleration of a particle of mass m is constrained to move on the surface of the cone by taking Lagrangian in terms of spherical polar coordinates r and o. (Assume 1 is the
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