Abstract
One-dimensional systems with the multiwell potential V(x) = 2λ1cos x + 2λ2cos αx are considered. Localized wavefunctions, in the case when the energy is greater than the maximum value of the potential, are presented. Wigner and Weyl functions, corresponding to the wavefunctions of these systems, are also studied. It is shown that they are very sensitive to the value of the parameter α.
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