Senjanović, Ivo and Vladimir, Nikola and Tomić, Marko (2016) On new first-order shear deformation plate theories. = On new first-order shear deformation plate theories. Mechanics research communications, 73. pp. 31-38. ISSN 0093-6413. Vrsta rada: ["eprint_fieldopt_article_type_article" not defined]. Kvartili JCR: Q2 (2016). Točan broj autora: 3.
Full text not available from this repository.Abstract
This paper presents the variationally consistent first-order shear deformation plate theory based on Hamilton’s principle. The governing partial differential equation of motion, in terms of shear deformation, is of the sixth order per x and y. An advanced plate theory satisfying force equilibrium, in terms of bending deflection, of the fourth order is also outlined. Illustrative examples are solved analytically and natural frequencies are compared with existing ones determined by the Rayleigh–Ritz method within the classical Mindlin thick plate theory. An evaluation of reliability of the considered two first-order shear deformation plate theories is given.
| Item Type: | Article (["eprint_fieldopt_article_type_article" not defined]) |
|---|---|
| Keywords (Croatian): | Mindlin plate, shear deformation theory, analytical solutions |
| Subjects: | TECHNICAL SCIENCE > Mechanical Engineering |
| Divisions: | 600 Department of Naval Engineering and Marine Technology > 620 Chair of Marine Structures Design 600 Department of Naval Engineering and Marine Technology > 650 Chair of Marine Machinery and System Design |
| Indexed in Web of Science: | Yes |
| Indexed in Current Contents: | Yes |
| Citations JCR: | 6 (19.03.2018.) |
| Quartiles: | Q2 (2016) |
| Citations SCOPUS: | 7 (19.03.2018.) |
| Date Deposited: | 23 May 2016 08:59 |
| Last Modified: | 19 Mar 2018 09:53 |
| URI: | http://repozitorij.fsb.hr/id/eprint/5880 |
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