B., The Vibration of Rectangular Plates, Proceedings of the Institution of Mechanical Engineers, Vol. 168, No. 12 , 1954, pp. 371-383DANA YOUNG, AUSTIN and TEXAS, "Vibration of Rectangular PlatesWarburton,G. B.The Vibration of Rectangular Plates.Proceedings of the Institution of Mechanical ...
Dynamic equations of rectangular thin plates based on fractional-order Kevin viscoelastic model were established.The analytical solution of the dynamic equations for a viscoelastic plate with four edges simply supported was obtained by using Laplace transform and inverter Laplace transform.The influences of...
Abrate S. Vibration of point-supported rectangular composite plates . Compos. Sci. Technol . 53 , 325–332 (1995).Abrate, S. Vibration of point-supported rectangular composite plates. Compos. Sci. Technol. 53, 325-332 (1995).Abrate, S., 1995. Vibration of point-supported rectangular ...
Using this advantage in this paper, buckling and ultimate strengths of rectangular plates and stiffened plates with welding residual stresses and/or deformation under compression have been comprehensively investigated both theoretically and ... Y Ueda,T Yao - 《Transactions of Jwri》 被引量: 8发表:...
THE higher overtones of vibrating plates sometimes combine when it so happens that the periods of two or more of them are very nearly equal. This phenomenon, which is of academic rather than of applied interest, has been fully studied for a free circular plate....
The superposition method is introduced as a means for obtaining analytical-type solutions for free in-plane vibration of rectangular plates. The governing differential equations and boundary conditions are expressed in dimensionless form. The problem of free in-plane vibration of the completely free rect...
Frequencies of free vibration of rectangular plates of arbitrary thickness, with different support conditions, are calculated by using the Method of Initial Functions (MIF), proposed by Vlasov. Sixth and fourth order MIF theories are used for the solution. Numerical results are presented for three ...
Frequencies of free vibration of rectangular plates of arbitrary thickness, with different support conditions, are calculated by using the Method of Initial Functions (MIF), proposed by Vlasov. Sixth and fourth order MIF theories are used for the solution. Numerical results are presented for three ...
A Ritz method using a set of trigonometric functions is developed to obtain accurate in-plane modal properties of rectangular plates with arbitrary nonuniform elastic edge restraints. Reliability of the current approach is first assured by comparison against exact and analytical-type solutions for plates...
The superposition method is introduced as a means for obtaining analytical-type solutions for free in-plane vibration of rectangular plates. The governing differential equations and boundary conditions are expressed in dimensionless form. The problem of free in-plane vibration of the completely free rect...