半无限柱形区域中相互作用的Fochheimer流与Darcy流的空间衰减估计

O175.21; 研究了在R3的半无限柱形区域中相互作用的Fochheimer流与Darcy流的解的空间性质.假设流体在Ω1中满足Forchheimer方程组,在Ω2中满足Darcy方程组,应用一阶微分不等式方法,得到解的空间衰减估计结果,并将其看作Saint-Venant原理在相互作用的流体中的应用....

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Published in浙江大学学报（理学版） Vol. 48; no. 4; pp. 427 - 434
Main Authors 欧阳柏平, 李远飞
Format Journal Article
LanguageChinese
Published 广州华商学院 数据科学学院,广东 广州 511300 01.07.2021
Subjects
空间衰减估计
Darcy流
Saint-Venant原理
Fochheimer流
Online AccessGet full text
ISSN1008-9497
DOI10.3785/j.issn.1008-9497.2021.04.005

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Abstract O175.21; 研究了在R3的半无限柱形区域中相互作用的Fochheimer流与Darcy流的解的空间性质.假设流体在Ω1中满足Forchheimer方程组,在Ω2中满足Darcy方程组,应用一阶微分不等式方法,得到解的空间衰减估计结果,并将其看作Saint-Venant原理在相互作用的流体中的应用.
AbstractList O175.21; 研究了在R3的半无限柱形区域中相互作用的Fochheimer流与Darcy流的解的空间性质.假设流体在Ω1中满足Forchheimer方程组,在Ω2中满足Darcy方程组,应用一阶微分不等式方法,得到解的空间衰减估计结果,并将其看作Saint-Venant原理在相互作用的流体中的应用.
Author 李远飞
欧阳柏平
AuthorAffiliation 广州华商学院 数据科学学院,广东 广州 511300
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OUYANG Baiping
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DocumentTitle_FL Spatial decay estimates for a Fochheimer fluid interfacing a Darcy fluid in a semi-infinite pipe
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Keywords 空间衰减估计
Darcy流
Saint-Venant原理
Fochheimer流
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Snippet O175.21; 研究了在R3的半无限柱形区域中相互作用的Fochheimer流与Darcy流的解的空间性质.假设流体在Ω1中满足Forchheimer方程组,在Ω2中满足Darcy方程组,应用一阶微分不等式...
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Title 半无限柱形区域中相互作用的Fochheimer流与Darcy流的空间衰减估计
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