Classsical system for which lagrangian depend upon accelration
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Nonholonomic constraints depend on the particle velocities, accelerations, or higher derivatives of position.
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For conservative systems, there is an elegant formulation of classical mechanics known as the Lagrangian formulation. The Lagrangian function, L, for a system is defined to be the difference between the kinetic and potential energies expressed as a function of positions and velocities
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