This paper presents analyses on dynamic responses and stabilities of the conductive rectangular plate with considering the electric-magnetic-mechanics coupling in the transverse and in-plane magnetic fields.

Interaction analysis between thin rectangular plate and elastic foundation;

Primary parametric resonance of thin rectangular plate on nonlinear elastic foundation;

Stochastic stability and bifurcation for a thin rectangular plate subject to in-plane stochastic parametrical excitation

Free vibration of rectangular thin plate on elastic foundation with four edges free;

Vibraitons of rectangular thin plates on Winkler′s foundation;

Exact solution of rectangular thin plate on vlazov elastic foundation with four edges free

Thermal buckling about reinforced concrete rectangular plate on elastic subgrade;

Based on the rigidity plate and the small deflection theories, and considering the physical nonlinearity of concrete, the equilibrium and stability equations of reinforced concrete rectangular plate subjected to thermal loading are derived.

The closed form solution of the critical buckling temperature for a simply supported rectangular plate made of reinforced concrete under uniform heat variation were presented,and the influences of material constant,length-breadth ratio,relat.

Lewis method, solves bending problems Of thin rectangular plates with two simple supports and one of two free sides under uniform load, and its results provide a solid theoretical basis for the design of the plates.

The reciprocal method is applied to establish the generalized displacement solution for the elastic stability of thin rectangular plates, and the boundary values of it are also worked out.