Pseudo-spectral Approximations for a Class of the Kdv-Burgers Type Equation

In this paper, the pseudo-spectral approximations for a class of the Kdv-Burgers type equation is presented. Convergence and stability of the approximation have been proved by Sobolev‘s inequalities and the bounded extensive method of the nonlinear function. Finally, the numerical examples are proposed.     

对超短脉冲激光引雷产生的等离子体通道的特性分析

 利用隧道电离诱导闪电模型,对超短脉冲激光在大气中产生弱等离子体通道的电阻和阈值强度进行了分析和计算。结果显示：强度为10¹⁴ W/cm²量级的超短脉冲激光产生的气体等离子体通道有较好的导电性,所需激光能量很小, 说明在该模型下激光能量的利用效率很高。