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Numerical investigation of a physically nonlinear problem of the longitudinal bending of the sandwich plate with a transversal-soft core
Badriev I., Makarov M., Paimushin V.
of the longitudinal bending of an infinitely long sandwich plate with a transversal-soft core is carried out. We
Investigation of a geometrically and physically nonlinear three-point bending problem for a sandwich plate with transversally soft core
Paimushin V., Badriev I., Makarov M., Kholmogorov S.
of deforming a sandwich plate with a transversally soft core under three-point bending is considered
Transforming Calculated Schemes in Geometrically Non-linear Mechanics Problems of the Sandwich Plates with Contour Reinforcing Beams
Badriev I., Kholmogorov S., Makarov M., Paimushin V.
of deforming the cylindrical shape of a sandwich plate with a transversally soft core, supported in the end
Investigation of the nonlinear problem of deforming sandwich plate with transversally soft core
Badriev I., Banderov V., Makarov M., Pankratova O., Smirnova E.
-strain state of a sandwich plate with a transversally soft core under the action of a transverse load in a one
Mathematical simulation of the bending problem of the hinged sandwich plate in physically nonlinear statement
Badriev I., Korablev A., Makarov M., Smirnova E.
of physically nonlinear problem of bending the hinged sandwich plate with transversal soft core. The generalized
Contact interaction of the plate with supporting deformable bases under the conditions of bending
Badriev I., Banderov V., Gazizullin R., Paimushin V.
and resting support elements of finite length, which are transversally soft bases for the plate. The research
Gâteaux and Fréchet derivatives of the operator of geometrically nonlinear bending problem of sandwich plate
Badriev I., Bujanov V., Makarov M., Kalacheva N.
of sandwich plates with a transversally soft core in a one-dimensional statement is considered. Mathematically
Transformable calculation schemes in geometrically nonlinear problems of mechanics of sandwich plates with the contour reinforcing beams
Paimushin V., Badriev I., Makarov M., Kholmogorov S.
РЕШЕНИЕ НЕЛИНЕЙНЫХ ЗАДАЧ ТЕОРИИ МНОГОСЛОЙНЫХ ОБОЛОЧЕК С ТРАНСВЕРСАЛЬНО-МЯГКИМ ЗАПОЛНИТЕЛЕМ
Бадриев Ильдар Бурханович, Бандеров Виктор Викторович, Паймушин Виталий Николаевич, Макаров Максим Викторович
transversely soft filler having an average thickness. In constructing the basic relations we take in account
Mathematical Simulation of the Problem of the Pre-Critical Sandwich Plate Bending in Geometrically Nonlinear One Dimensional Formulation
Badriev I., Banderov V., Makarov M.
carrier layers and located between transversely soft core, connected with carrier layer by means

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