论文标题
在具有非均匀边界条件的稳定磁流体动力方程
On the Steady Magnetohydrodynamic Equations with Nonhomogeneous Boundary Conditions
论文作者
论文摘要
我们研究$ν，η$在Muti连接的有界域中给出不同的值时，我们研究拓扑结构的稳定性和稳定磁流体动力方程的关系。我们还向固定$ν，η的解决方案展示了解决方案。$理论是Sobolev空间上的Morse-Sard定理。
We study both the topological structure stability and the relations of the steady Magnetohydrodynamic equations when $ν,η$ are given different values in muti-connected bounded domain. We also show the solutions's existence for fixed $ν, η.$ The theoretical is the Morse-Sard theorem on Sobolev spaces.
