| Title of the article |
A PLANE‑SPATIAL PROBLEM IN THE FINITE ELEMENT METHOD
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| Authors |
Gevorgyan H.A., Candidate of Technical Sciences, Researcher, Institute of mechanics of the NAS of the Republic of Armenia, Yerevan, Republic of Armenia, This email address is being protected from spambots. You need JavaScript enabled to view it.
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| In the section |
MECHANICS OF DEFORMED SOLIDS |
| Year |
2014 |
Issue |
1 |
Pages |
49-52 |
| Type of article |
RAR |
Index UDK |
621.01 |
Index BBK |
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| Abstract |
A new plane-spatial problem of the finite element method is formulated. This problem is adapted at the static analysis of thin plate’s flexion as plane-spatial flexible systems. An original conception of thin plates strain-stress state’s investigation, which constitutes an application of the pure shear calculation scheme at the traditional FEM, is proposed. A formal mathematical description and a numerical simulation test for a very thin stripe example are brought. |
| Keywords |
finite element method, cross flexure, pure shear, lamel, flat-space systems |
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| Bibliography |
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