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THE MIXED BOUNDARY-VALUE PROBLEM FOR NON-LOCAL ASYMMETRIC ELASTICITY
THE MIXED BOUNDARY-VALUE PROBLEM FOR NON-LOCAL ASYMMETRIC ELASTICITY
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摘要
IntroductionItiswell_knownthatthereexiststheargumentbetweenAtkinson(see[1~4])andEringenandco_workers(see[5~7])overthenon_loca...
DOI
lj1vv65rjv/1042768
作者
戴天民
机构地区
不详
出处
《应用数学和力学:英文版》
2000年1期
关键词
non_local
ASYMMETRIC
ELASTICITY
principles
of
VIRTUAL
分类
[理学][力学]
出版日期
2000年01月11日(中国期刊网平台首次上网日期,不代表论文的发表时间)
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1
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3
Zheng Bailin; Wang Zikun; Ji Xing.
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.固体力学,1998-02.
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.基础数学,2015-03.
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.基础数学,2001-04.
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Guo Fei.
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.基础数学,2007-02.
7
Manana Chumburidze;David Lekveishvili;ZurabKhurcia.
Solutions Of Boundary-Value Problems of the Generalized Theory of Couple-Stress Thermodiffusion
.基础数学,2013-07.
8
LIUZHAOLI;LIFUYI.
ON THE EXISTENCE OF POSITIVE SOLUTIONS OF AN ELLIPTIC BOUNDARY VALUE PROBLEM
.基础数学,2000-04.
9
MoJiaqi;LinWantao.
A CLASS OF SINGULARLY PERTURBED NONLINEAR BOUNDARY VALUE PROBLEM
.基础数学,2005-02.
10
黄蔚章.
BOUNDARY VALUE PROBLEM FOR A SINGULARLY PERTURBED NONLINEAR SYSTEM
.力学,1997-06.
来源期刊
应用数学和力学:英文版
2000年1期
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相关关键词
non_local
ASYMMETRIC
ELASTICITY
principles
of
VIRTUAL
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