Making use of mechanical analysis method, by acting couples along the interior edges with suitable evaluations, the deflection surface was divided into piecewise form, therefore,the relation between a class of bivariate splines on rectangular partition and the pure bending of thin plate was established.

Element-free-method MLS derivatives based on orthogonal basic functions and its application to thin plate bending;

Meshless solution for thin plate bending problems;

Based on thin plate bending theory of elasticity theory, a model of space layer was applied to solve the problem about ground surface movements due to underground rock excavation.

Damage detection of bending plate based on modal variable ratio of strain;

Using the characteristic of the regular curve boundary for a bending plate in engineering,the analytic integral formulae of assistant states in boundary element method(BEM) with the linear element for a Kirchhoff circular plate are introduced and the systematic equation of BEM is established in this paper.

Application of bending moment distribution and carryover limit formula to plate bending problems;

A parallelogram oblique element model is developed in the Finite Element Method of Lines (FEMOL) for the solutions of oblique plate bending problems.

Based on analysis of bending plate,the feasibility of the accelerating technique is discussed.

Dynamic behavior of a curved panel undergoing cylindrical bending under harmonic excitations is investigated .

An experimental study on the vibration of curved panel being bent cylindrically with fixed ends excited by the periodic motion of its supporting base in the direction of being normal to the panel span was made in this paper.