一个拟线性椭圆方程解的爆破问题

The Blasting Problem of A Auasi-linear Elliptic Equations' Solution

讨论了具双曲动力边界的拟线性椭圆方程解的爆破。在边界条件为半线性双曲型且初始能量为负及边界源项满足一定条件下,采取了不同于特征函数方法的凸性方法得到了解的爆破性。

This paper discussed the blasting of quasilinear elliptic equations＇ solution with hyperbolic dynamic boundary, the explosive of solution was gained which taked convex method which was different with characteristicfunction in the boundary conditions for semi-linear hyperbolic and the initial energy is negative and boundary source terms satisfy certain conditions.