Senjanović, Ivo and Hadžić, Neven and Tomić, Marko and Vladimir, Nikola and Cho, Dae Seung (2014) Analytical and numerical methods for vibration analysis of thick rectangular plates by modified Mindlin theory. = Analytical and numerical methods for vibration analysis of thick rectangular plates by modified Mindlin theory. In: 10th International Conference on Computational Methods in Sciences and Engineering (ICCMSE 2014), 4.-7.04.2014., Atena, Grčka.
Full text not available from this repository.Abstract
Total deflection and angles of rotations in the Mindlin plate theory are decomposed into bending and transverse shear deflection, bending rotations and in-plane shear angles. Single differential equation of flexural vibrations is derived in terms of bending deflection as potential function for determination of all displacements and sectional forces. The equation is solved analytically for different combinations of boundary conditions. Shear locking-free rectangular finite element is formulated. Illustrative examples are solved analytically and numerically, and the obtained results are compared with the ones available in the relevant literature.
| Item Type: | Conference or Workshop Item (Lecture) |
|---|---|
| Keywords (Croatian): | Mindlin plate theory, natural vibration, boundary conditions, analytical solution, shear locking, FEM |
| 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: | No |
| Date Deposited: | 23 May 2016 10:53 |
| Last Modified: | 18 Oct 2017 09:39 |
| URI: | http://repozitorij.fsb.hr/id/eprint/5914 |
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