Spectral methods application in problems of the thin-walled structures deformation
D Tkachenko, Y Tsegelnyk, S Myntiuk… - Journal of Applied and …, 2022 - jacm.scu.ac.ir
The spectral method (p-FEM) is used to solve the problem of a thin-walled structure
deformation, such as a stiffened panel. The problem of the continuous conjugation of the …
deformation, such as a stiffened panel. The problem of the continuous conjugation of the …
Analytical methods for determining the static and dynamic behavior of thin-walled structures during machining
The flexibility of thin-walled component and presence of a low natural vibrations frequency
significantly affects the efficiency and accuracy of the milling, so inevitably arise the problem …
significantly affects the efficiency and accuracy of the milling, so inevitably arise the problem …
Spectral solution to a problem on the axisymmetric nonlinear deformation of a cylindrical membrane shell due to pressure and edges convergence
V Myntiuk - Eastern-European Journal of Enterprise Technologies, 2021 - papers.ssrn.com
A geometrically and physically nonlinear model of a membrane cylindrical shell, which has
been built and tested, describes the behavior of a airbag made of fabric material. Based on …
been built and tested, describes the behavior of a airbag made of fabric material. Based on …
Nonlinear postbuckling behavior of a simply supported, uniformly compressed rectangular plate
SG Kravchenko, V Myntiuk - Integrated Computer Technologies in …, 2020 - Springer
The geometrically nonlinear deformation theory is used for the far post-buckling analysis of a
uniformly compressed rectangular plate. The plate geometrically nonlinear deformation …
uniformly compressed rectangular plate. The plate geometrically nonlinear deformation …