环形区域上Helmholtz方程的解的适定性

The Well-posed Problem about the Solution of Helmholtz Equation on Annular Region

利用格林公式和惠更斯原理讨论了Helmholtz方程在环形区域上具有Neumann-Robin混合边值问题的解的适定性,并建立了与边值问题相对应的积分方程.

In this paper,from Green＇s formula and Holmgren uniqueness theorem,the well-posed problem and numerical solutions of Helmholtz equation with Neumann-Robin conditions on annular region were discussed.