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About: Kicked rotator     Goto   Sponge   NotDistinct   Permalink

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The kicked rotator, also spelled as kicked rotor, is a paradigmatic model for both Hamiltonian chaos (the study of chaos in Hamiltonian systems) and quantum chaos. It describes a free rotating stick (with moment of inertia ) in an inhomogeneous "gravitation like" field that is periodically switched on in short pulses. The model is described by the Hamiltonian , where is the angular position of the stick ( corresponds to the position of the rotator at rest), is the conjugated momentum of , is the kicking strength, is the kicking period and is the Dirac delta function.