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首页> 外文期刊>International Journal of Quantum Chemistry >Common Generating Functions of Complete Harmonic Oscillator Wave Functions and Transformation Brackets in D Dimensions
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Common Generating Functions of Complete Harmonic Oscillator Wave Functions and Transformation Brackets in D Dimensions

机译:完整的谐振子波函数的通用生成函数和D维变换支架

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摘要

The separability of the Schrodinger equation for harmonic oscillators in D dimensions and in different coordinate systems (Cartesian, circular, spherical) makes possible the construction of common generating functions for the complete harmonic oscillator wave functions in the corresponding dimensions and coordinates. Explicit forms of such generating functions and their series expansions are presented, and one of their applications is illustrated through the evaluation of transformation brackets.
机译:Schrodinger方程在D维和不同坐标系(笛卡尔,圆形,球形)中的谐振子具有可分离性,因此有可能为相应尺寸和坐标中的完整谐振子波函数构造通用的生成函数。给出了此类生成函数的显式形式及其系列扩展,并通过评估转换括号来说明其应用之一。

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