Some basic boundary value problems for plane theory of elasticity of porous Cosserat media with triple‐porosity
Bakur Gulua, Roman Janjgava · PAMM · 2017
Abstract The static equilibrium of porous elastic materials with triple‐porosity is considered in the case of an elastic Cosserat medium. A two‐dimensional system of equations of plane deformation is written in the complex form and its general solution is represented by means of three analytic functions of a complex variable and three solutions of Helmholtz equations. The constructed general solution enables one to solve analytically a sufficiently wide class of plane boundary value problems of the elastic equilibrium of porous Cosserat media with triple‐porosity. (© 2017 Wiley‐VCH Verlag GmbH & Co. KGaA, Weinheim)