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Periodic Homogenization for Inner Boundary Conditions with Equi-valued Surfaces:the Unfolding Approach
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作者 Doina CIORANESCU Alain DAMLAMIAN Tatsien LI 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2013年第2期213-236,共24页
Making use of the periodic unfolding method,the authors give an elementary proof for the periodic homogenization of the elastic torsion problem of an infinite 3dimensional rod with a multiply-connected cross section a... Making use of the periodic unfolding method,the authors give an elementary proof for the periodic homogenization of the elastic torsion problem of an infinite 3dimensional rod with a multiply-connected cross section as well as for the general electroconductivity problem in the presence of many perfect conductors(arising in resistivity well-logging).Both problems fall into the general setting of equi-valued surfaces with corresponding assigned total fluxes.The unfolding method also gives a general corrector result for these problems. 展开更多
关键词 Periodic homogenization Elastic torsion Equi-valued surfaces resistivitywell-logging Periodic unfolding method
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