论文标题
有限元方法在bakhvalov型网状网格上的收敛，用于奇异扰动的对流 - 延伸方程2D
Convergence of a finite element method on a Bakhvalov-type mesh for a singularly perturbed convection--diffusion equation in 2D
论文作者
论文摘要
任何顺序的有限元方法都应用于bakhvalov型网格上，以求解2D中奇异的对流 - 扩散方程，其溶液的解决方案表现为指数式边界层。 （几乎）最佳顺序的均匀收敛是通过精心定义的插入剂证明的。
A finite element method of any order is applied on a Bakhvalov-type mesh to solve a singularly perturbed convection--diffusion equation in 2D, whose solution exhibits exponential boundary layers. A uniform convergence of (almost) optimal order is proved by means of a carefully defined interpolant.
