当前位置:文档之家› LOCAL EXISTENCE AND BLOW-UP CRITERION OF 3D IDEAL MAGNETOHYDRODYNAMICS EQUATIONS

LOCAL EXISTENCE AND BLOW-UP CRITERION OF 3D IDEAL MAGNETOHYDRODYNAMICS EQUATIONS

LOCAL EXISTENCE AND BLOW-UP CRITERION OF 3D IDEAL MAGNETOHYDRODYNAMICS

EQUATIONS

Jae-Myoung KIM

【期刊名称】《数学物理学报(英文版)》

【年(卷),期】2018(038)006

【摘要】We investigate the local existence of smooth solutions of a 3D ideal magnetohydrodynamics (MHD) equations in a bounded domain and give a blow-up criteria to this equations with respect to vorticists.【总页数】8页(1759-1766)

【关键词】

【作者】Jae-Myoung KIM

【作者单位】Center for Mathematical Analysis & Computation, Yonsei University, Seoul 03722, Republic of Korea

【正文语种】英文

【中图分类】

【相关文献】

1.The Local Existence for Semilinear Wave Equations [J], 杨晗; 赖绍永

2.Local Existence of Solution to the Incompressible Oldroyd Model Equations [J], LIU Yun; YUAN Bao-quan

3.EXISTENCE OF LOCAL SOLUTION OF INTEGRAL EQUATION IN A BANACH SPACE [J], Fan; Jinjun

相关主题
相关文档 最新文档