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Title of Article

ON THE THEORY OF THIN MICROPOLAR SOLIDS WITH TWO SMALL DIMENSIONS


Issue
4
Date
2011

Article type
scientific article
UDC
539.3
Pages
2216-2218
Keywords
 


Authors
Kantor M.M.
Moskovskiy gosuniversitet im. M.V. Lomonosova

Nikabadze M.U.
Moskovskiy gosuniversitet im. M.V. Lomonosova


Abstract
A version of the theory of thin micropolar solids with two small dimensions is introduced. Using the example of a rectangular two-dimensional region, comparison between the solutions using the present theory, finite element method solutions and Bernoulli - Euler solutions is made. Solutions of the classical elasticity theory and micropolar elasticity theory are also compared.

File (in Russian)