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島根大学文理学部紀要. 理学科編 11 巻
1977-12-20 発行
強制調和振動子の相互作用表示
Forced Linear Harmonic Oscillator in the Interaction Representation
竹原 敏夫
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Quantum mechanical treatment of the forced harmonic oscillator under the influence of an arbitrary time-dependent force is treated. The unitary time development operator, phase factor and excitation probability are calculated. The phase factor is unable to derive in other representations. These quantities depend on the types of forces and are evaluated explicitly for several cases in adiabatic approximation
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