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Timoshenko beam and plate non-stationary vibrations
2021
INCAS Bulletin
The problems of Timoshenko beams and plates lateral vibrations under the influence of unsteady loads are considered. Both beam and plate is supposed to be unlimited. In case of the plate the problem has been simply studied. The approach to the solution was based on dominant function method and principle of superposition. Integral models of solutions with cores as dominant functions were built which could be analytically found with the help of the Fourier and Laplace integral transforms. Two
doi:10.13111/2066-8201.2021.13.s.5
fatcat:3jrkgh54nzanrh4yqccjwd4t7a