大观周刊
大觀週刊
대관주간
DAGUAN ZHOUKAN
2012年
46期
252-252,264
,共2页
Navier-Stokes方程%MaxweU方程%可解性
Navier-Stokes方程%MaxweU方程%可解性
Navier-Stokes방정%MaxweU방정%가해성
Navier-Stokes equations%Maxwell equations%Solvability
在二维或三维有界域Navier-Stokes和Maxwell方程耦合下的整体唯一可解性初边值问题。该系统给出了一个确定性描述的动态进行，理想状态下不可压缩，均质流体。改进的结果，证明了周期性边界条件情况。
在二維或三維有界域Navier-Stokes和Maxwell方程耦閤下的整體唯一可解性初邊值問題。該繫統給齣瞭一箇確定性描述的動態進行，理想狀態下不可壓縮，均質流體。改進的結果，證明瞭週期性邊界條件情況。
재이유혹삼유유계역Navier-Stokes화Maxwell방정우합하적정체유일가해성초변치문제。해계통급출료일개학정성묘술적동태진행，이상상태하불가압축，균질류체。개진적결과，증명료주기성변계조건정황。
The global unique solvability of the nitial-boundary value problem in a bounded, two or three-dimensional domain with fixed perfectly conducting boundaries is proved for the modified Navier-Stokes equations coupled with the Maxwell equations .The system gives a deterministic description of the dynamics for conducting, incompressible, ideal state ,homogeneous fluids. Improved re- sults are proved for the periodic boundary condition case.
