典型文献
Asymptotic Property of Solutions in a 4th-Order Parabolic Model for Epitaxial Growth of Thin Film
文献摘要:
This paper deals with a homogeneous Neumann initial-boundary problem of a 4th-order parabolic equation modeling epitaxial growth of thin film.We determine the classification of initial energy on the existence of blow-up,global existence and extinction of solutions by using the potential well method and the auxiliary function method.Moreover,asymptotic estimates on global solution and extinction solution are studied,respectively.
文献关键词:
中图分类号:
作者姓名:
SUN An-qi;LI Feng-jie
作者机构:
College of Science,China University of Petroleum,Qingdao 266580,China
文献出处:
引用格式:
[1]SUN An-qi;LI Feng-jie-.Asymptotic Property of Solutions in a 4th-Order Parabolic Model for Epitaxial Growth of Thin Film)[J].数学季刊(英文版),2022(02):162-177
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Asymptotic,Property,Solutions,4th,Order,Parabolic,Model,Epitaxial,Growth,Thin,Film,This,paper,deals,homogeneous,Neumann,initial,boundary,problem,order,parabolic,equation,modeling,epitaxial,growth,thin,film,We,determine,classification,energy,existence,blow,up,global,extinction,solutions,by,using,potential,well,method,auxiliary,function,Moreover,asymptotic,estimates,are,studied,respectively
AB值:
0.771351
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