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Chinese Physics

Thermodynamics of squeezed states in mesoscopic circuits

Yinghua Ji, Haimei Luo, Liu Qing, Lei Min-Sheng

Published May 3, 2005• 4 citations
Publisher

Abstract

Based on the information theory, we present a density matrix to discuss coherent and squeezed states in a mesoscopic LC circuit with time-dependent frequency. With the relevant operators included in the density matrix, a connection between the appearance of coherent and squeezed states is established, i.e., the quantum state evolution of the system is closely related to the initial state. Generally speaking, due to the effect of environment temperature, the mesoscopic LC circuit will evolve to a squeezed state when it initially lies in an excited state. In particular, at a low temperature, step changes of circuit parameters will result in a squeezed minimum uncertainty state if the resonance frequency remains the same after the change.

DOI
10.1088/1009-1963/14/6/029

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Based on the information theory, we present a density matrix to discuss coherent and squeezed states in a mesoscopic LC circuit with time-dependent frequency. With the relevant operators included in the density matrix, a connection between the appearance of coherent and squeezed states is established, i.e., the quantum state evolution of the system is closely related to the initial state. Generally speaking, due to the effect of environment temperature, the mesoscopic LC circuit will evolve to a squeezed state when it initially lies in an excited state. In particular, at a low temperature, step changes of circuit parameters will result in a squeezed minimum uncertainty state if the resonance frequency remains the same after the change.
The time evolution of a quantum state of mesoscopic LC circuit are studied in detail by using thermo-field dynamics (TFD) at a finite temperature. The result indicates that the quantum state of a mesoscopic LC circuit evolves from the thermal vacuum state to coherence state and go on by the action of an external impulse functional signal on the circuit; the thermal squeezing properties of charge and flux appear in the circuit under some conditions; and furthermore, the typical quantum squeezing effect may occur when certain conditions and particular temperature are meet.