论文标题
VOIGT-MHD系统的磁性松弛
Magnetic Relaxation of a Voigt-MHD System
论文作者
论文摘要
我们在三个空间尺寸中构建磁液静态方程（MHS）方程的溶液，因为无限的粘性，不可压缩不可压缩的磁性氢动力学方程的无限时间限制。 VOIGT近似修改时间演变而不引入人工粘度。我们表明，所获得的MHS溶液是规则的，非平凡的，不是Beltrami领域。
We construct solutions of the magnetohydrostatic (MHS) equations in bounded domains and on the torus in three spatial dimensions, as infinite time limits of Voigt approximations of viscous, non-resistive incompressible magnetohydrodynamics equations. The Voigt approximations modify the time evolution without introducing artificial viscosity. We show that the obtained MHS solutions are regular, nontrivial, and are not Beltrami fields.
