应用数学
應用數學
응용수학
MATHEMATICA APPLICATA
2005年
1期
161-166
,共6页
磁流体方程%定常解%解析
磁流體方程%定常解%解析
자류체방정%정상해%해석
Magnetohydrodynamics equations%Stationary solution%Analyticity
本文考查了二维周期边界条件下的磁流体方程,证明了当初值位于全局吸引子上和定常解足够接近时,解在t=0的时间解析半径可以任意大.
本文攷查瞭二維週期邊界條件下的磁流體方程,證明瞭噹初值位于全跼吸引子上和定常解足夠接近時,解在t=0的時間解析半徑可以任意大.
본문고사료이유주기변계조건하적자류체방정,증명료당초치위우전국흡인자상화정상해족구접근시,해재t=0적시간해석반경가이임의대.
The two dimensional magnetohydrodynamics equations with periodic boundary condition are consider in this note. If the initial data lies on the global attractor and is closed enough to a stationary solution then the radius of solution at t = 0 can be arbitrarily large.
