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Quantum mechanical entanglements with chaotic dynamics

by: Atushi Tanaka
Journal of Physics A: Mathematical and General, Vol. 29, No. 17. (1996), pp. 5475-5497.

X Abstract

The effect of nonlinear dynamics on quantum correlations is studied by using the spin-kicked rotor, as a model system, which consists of a two-level system and a kicked rotor. Quantum-mechanical entangled states between the two-level system and the rotor form `tunnelling' doublets when the corresponding classical dynamics of the rotor is regular. In contrast to this, chaotic dynamics of the rotor makes chaotic entangled states after the destruction of these tunnelling doublets.

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