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EXISTENCE AND UNIQUENESS OF STRONG PERIODIC SOLUTION OF THE EVOLUTION SYSTEM DESCRIBING GEOPHYSICAL FLOW—PART I: IN BOUNDED DOMAINS
作者姓名:ZHAO Chunshan  LI Kaitai
作者单位:ZHAO CHUNSHAN,LI KAITAI School of Science,Xi'an Jiaotong University,Xi'an 710049,China.
基金项目:the Special Funds for Major State Basic Research Projects of China(No.G1999032801) and the National Natural Science Foundation
摘    要:61. IntroductionDiscovered by R. HideI3], the following evolution system has been used to describe thegeophysical flow:where u = u(xl,',XN,t) = (ul,',UN) and B = B(xl,',XN,t) = (BI,',BN) arethe velocity vectors Of Eulerian flow and magnetic fields respectively. p(x, t) and q(x, t) arepressures. j(x, t) and g(x,t) are volUme forces. p and u are the constants of density andviscosity of the flow respeCtively, p is the constant of magnetic permeability and A = f withelectrical resis…

关 键 词:存在性  唯一性  强周期解  有界域  发展系统
收稿时间:1999/6/17 0:00:00
修稿时间:2000/5/11 0:00:00

EXISTENCE AND UNIQUENESS OF STRONG PERIODIC SOLUTION OF THE EVOLUTION SYSTEM DESCRIBING GEOPHYSICAL FLOW|PART I: IN BOUNDED DOMAINS
ZHAO Chunshan,LI Kaitai.EXISTENCE AND UNIQUENESS OF STRONG PERIODIC SOLUTION OF THE EVOLUTION SYSTEM DESCRIBING GEOPHYSICAL FLOW|PART I: IN BOUNDED DOMAINS[J].Chinese Annals of Mathematics,Series B,2001,22(3):385-396.
Authors:ZHAO Chunshan and LI Kaitai
Abstract:The existence and uniqueness of a strong periodic solution of the evolution system describing geophysical flow in bounded domains of RN (N = 3, 4) are proven if external forces are periodic in time and sufficiently small.
Keywords:Existence and uniqueness  Periodic solution  Evolution system  Geophysical flow
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