PROPAGATION OF HARMONIC WAVES IN A THIN PANEL (OR PLATE) WITH VARIABLE THICKNESS.
Keywords:
connection, connection, elastic modulus, deformation, total energy, friction coefficient.Abstract
In this work, the vibrations of a thin, long reinforced circular shape under dynamic wave filling, with axial assistance, and considering friction at the contact were investigated using variational theory. They are constructed depending on the period of natural oscillation from wave formation in a circular direction, taking into account friction in the contact between the shell and the fill. It has been established that the research results are practically independent of the material's characteristics, as the frequency dependence on the Poisson's ratio does not depend on the elastic modulus.
Downloads
References
. Новожилов В.В. Теория тонких оболочек– Л.: Судпромгиз,1962.-431с.
. Колтунов М.А. Ползучесть и релаксация -М.: Высшая шкала,1976.-277с.
. Mirsaidov M. M., Safarov I.I., Teshaev M. Kh.Dynamics of Structural-Inhomogeneous Laminate and Shell Mechanical Systems with Point Constraints and Focused Masses. Part 2. Statement of the Problem of Forced Oscillations, Methods of Solution, Computational Algorithm and Numerical Results.
Downloads
Published
How to Cite
Issue
Section
License

This work is licensed under a Creative Commons Attribution 4.0 International License.
All content published in the Journal of Applied Science and Social Science (JASSS) is protected by copyright. Authors retain the copyright to their work, and grant JASSS the right to publish the work under a Creative Commons Attribution License (CC BY). This license allows others to distribute, remix, adapt, and build upon the work, even commercially, as long as they credit the author(s) for the original creation.