一维双动边界谐振腔的广义Moore方程的数值解和能量密度

Numerical Solutions of the Generalized Moore Equation and the Energy Density in a One-dimensional Cavity with Two Moving Boundaries

基于求解一维单动边界谐振腔的Moore方程的思想,提出了一维双动边界谐振腔的广义Moore方程的数值求解方法.利用广义Moore方程的数值解,进一步计算了一维双动边界谐振腔内的能量密度.

Extending the approach of solving the Moore equation for a onedimensional (1D) cavity with one moving boundary, we propose a method to solve numerically the generalized Moore (GM) equation for that with two moving boundaries. By means of the numerical solutions of the GM equation, the energy density inside a 1D cavity is calculated.