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Hence the vibration solutions can be obtained through solving the eigenvalue problem.
This paper presents analytical buckling and vibration solutions for two nonlocal circular arch models.
When employed in a hydroelastic analysis, these exact vibration solutions yield accurate deflections and stress resultants (stresses) for circular VLFSs with stepped drafts.
The vibration solutions obtained with the first-order Lee plate equations are proven to be close to solutions from the Mindlin plate equations.
The exact vibration solutions presented in this paper may be used as benchmarks for researchers to check their numerical methods for such a plate vibration problem.
The exact vibration solutions will enable engineers to obtain a very accurate set of deflections and stress-resultants for circular VLFS under the action of waves.
Similar(24)
Free vibration solution of a free rectangular thin plate resting on multiple point supports has been a topic of fundamental importance in mechanical engineering.
A method to compute such intersections by using only one harmonic in the free vibration solution is proposed.
This paper presents an exact three-dimensional free vibration solution for sandwich cylindrical panels with functionally graded core.
A theoretical analysis on the proposed gyroscope is performed using the AMM method and DM method for the forced vibration solution of active mode and sense mode with the inclusion of the Coriolis force coupling.
It is shown herein that the vibration solution can be readily obtained from the classical Kirchhoff plate vibration results because of the mathematical similarity of the two kinds of problems.
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