Harmonic oscillator with power-law increasing time-dependent e ffective mass
Résumé
With the aid of the dynamical invariant method, we determine the exact eigenstates of of the power-law increasing time-dependent eff ective mass harmonic oscillator. Dueling on the thermodynamic properties of the system we have determined its time-dependent speci fic heat, energy fluctuation and entropy. The eff ect on thermodynamic properties of considering a fi nite number of quantum states involved with evaluating the time-dependent partition function is analyzed. The measure of quantum decoherence and classical correlation is determined for the system.
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