2009, Vol.12, No.1, pp.87-91
For a regular C2v-symmetric Hamiltonian system with
a double-well potential the Schrödinger equation is numerically
solved. Quantum manifestations of classical chaos are investigated
in terms of nodal patterns of wave functions. Obtained results are
compared to the theoretical predictions for classical and chaotic
systems.
Key words:
chaos, Schrödinger equation, two-dimensional regular
Hamiltonian system
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