摘要
利用最佳摄动量法研究了非线性Burgers方程初始条件反问题,得出了一维非线性Burgers方程初始条件反问题的数值解法,并对具体的一维齐次非线性Burgers方程初始条件反问题进行了程序实现和数值计算。结果表明,利用最佳摄动量法能有效的求解这类问题。
In this paper, the method of best perturbation method is used to research the initial value inverse problem of nonlinear Burgers equation, and the numerical method is obtained to the one dimensional nonlinear problem, meanwhile, procedure and numerical calculation to such one dimensional homogeneous problem are realized. It turns out that the best perturbation method is one of the efficient methods to solve this kinds of problem.
出处
《安阳师范学院学报》
2007年第2期9-11,15,共4页
Journal of Anyang Normal University
基金
国家863计划资助项目(2005AA113150)
国家自然科学基金(50279041)