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Home Selected publications T. LEWIŃSKI, On Cherkaev–Lurie–Milton theorem in the plane problems of linear elasticity
T. LEWIŃSKI, On Cherkaev–Lurie–Milton theorem in the plane problems of linear elasticity PDF Print E-mail
T. Lewiński, On Cherkaev–Lurie–Milton theorem in the plane problems of linear elasticity, Arch. Mech. 74 (4), 319–339, 2022,
DOI: 10.24423/aom.4083

Abstract
The paper delivers a full justification of the Cherkaev–Lurie–Milton theorem in application to the elasticity problem of in-plane loaded plates, 2D periodic
elastic composites, elasticity of thin plates subjected to transverse loads as well as in-plane periodic thin plates in bending. The theorem is treated as natural extension
of Michell’s result on 2D elasticity and the Gauss–Bonnet formula applied to the deflection surface of a thin plate subject to bending.
 

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Home Selected publications T. LEWIŃSKI, On Cherkaev–Lurie–Milton theorem in the plane problems of linear elasticity
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