We study the two-dimensional weak-coupling Frohlich polaron in a completely anisotropic quantum dot in a perpendicular magnetic field. By performing a unitary transformation, we first transform the Hamiltonian into a ...We study the two-dimensional weak-coupling Frohlich polaron in a completely anisotropic quantum dot in a perpendicular magnetic field. By performing a unitary transformation, we first transform the Hamiltonian into a new one which describes an anisotropic harmonic oscillator with new mass and trapping frequencies interacting with the same phonon bath but with different interaction form and strength. Then employing the second-order Rayleigh–Schrodinger perturbation theory, we obtain the polaron correction to the ground-state energy. The magnetic field and anisotropic effects on the polaron correction to the ground-state energy are discussed.展开更多
报道了用光谱的手段研究 Si C纳米棒 (NR)的结果 .对于在实验中观察到 L O模的大幅度红移及新出现的喇曼峰 ,认为在类似 Si C NR的存在大量缺陷的极性纳米材料中 ,结构缺陷对材料特性的影响比量子限制效应更为重要 .理论计算证实了这一...报道了用光谱的手段研究 Si C纳米棒 (NR)的结果 .对于在实验中观察到 L O模的大幅度红移及新出现的喇曼峰 ,认为在类似 Si C NR的存在大量缺陷的极性纳米材料中 ,结构缺陷对材料特性的影响比量子限制效应更为重要 .理论计算证实了这一点 。展开更多
基金Project supported by the National Natural Science Foundation of China(Grant No.11375090)the K.C.Wong Magna Foundation in Ningbo University,China
文摘We study the two-dimensional weak-coupling Frohlich polaron in a completely anisotropic quantum dot in a perpendicular magnetic field. By performing a unitary transformation, we first transform the Hamiltonian into a new one which describes an anisotropic harmonic oscillator with new mass and trapping frequencies interacting with the same phonon bath but with different interaction form and strength. Then employing the second-order Rayleigh–Schrodinger perturbation theory, we obtain the polaron correction to the ground-state energy. The magnetic field and anisotropic effects on the polaron correction to the ground-state energy are discussed.