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Parametric down-conversion beyond the semiclassical approximation
Physical Review Research ( IF 3.5 ) Pub Date : 2020-09-11 , DOI: 10.1103/physrevresearch.2.033398
Filippus S. Roux

Using a perturbative approach, we investigate the parametric down-conversion process without the semiclassical approximation. A Wigner functional formalism, which incorporates both the spatiotemproal degrees of freedom and the particle-number degrees of freedom is used to perform the analysis. First, we derive an evolution equation for the down-conversion process in the nonlinear medium. Then we use the perturbative approach to solve the equation. The leading order contribution is equivalent to the semiclassical solution. The next-to-leading order contribution provides a solution that includes the evolution of the pump field as a quantum field.

中文翻译:

超越半经典逼近的参数下转换

使用微扰方法,我们研究了不使用半经典逼近的参数下变频过程。结合时空自由度和粒子数自由度的Wigner功能形式主义用于进行分析。首先,我们推导了非线性介质中下变频过程的演化方程。然后,我们使用摄动法来求解方程。前导订单贡献等同于半经典解。次要的阶跃贡献提供了一种解决方案,其中包括将泵浦场演化为量子场。
更新日期:2020-09-11
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