拟稳态Maxwell方程弱解的能量估计式及其存在唯一性

摘要

We study the energy estimates of the weak solutions for a class of quasi steady Maxwell equations with initial boundary value problems,using the Galerkin method to construct approximate solutions of this equation,and then the approximate solution of the limit and the estimation of this problem is proved the existence and uniqueness of the weak solution of the binding energy.%研究一类带有初边值问题的拟稳态Maxwell方程的弱解能量估计式,后采用Galerkin方法构造此方程的近似解,再用近似解的极限并结合能量估计式证明了该问题的弱解存在唯一性.