AbstractBy using the reciprocal theorem of elasticity, the author obtained the appropriate stress boundary conditions for the Levy solution for plate bending accurate to all order for plates of general edge geometry and loading. Two special cases of k=0 (axisymmetric deformation of a circular plate) and k⩾2 (unsymmetric deformation of a circular plate) were discussed in detail in the paper
Bending behaviour of a rectangular plate is analysed with the help of a refined higher order theory....
It is argued that the answer to the recent question `What are the simply-supported boundary conditio...
summary:This paper deals with the exact number of solutions of von Kármán equations for a rotational...
AbstractBy using the reciprocal theorem of elasticity, the author obtained the appropriate stress bo...
By using the reciprocal theorem of elasticity, the author obtained the appropriate stress boundary c...
The problem of bending of a rectangular plate with clamped edges has attracted attention of authors ...
summary:The paper deals with the V. Kármán equations of a thin elastic plate. The edges of the recta...
As an analog to the bending case published in an earlier paper, the stress singularities in plates s...
In this work, the problem of first order shear deformable solid circular plate under transverse load...
For a plate subject to stress boundary condition, the deformation determined by the Reissner–Mindlin...
AbstractThe paper considers the method suggested by Papkovich for rectangular plates and its applica...
The paper presents an exact closed-form solution for a thin isotropic plate containing a circular el...
This paper deals with the effects of symmetrical loading on thin shells of uniform thickness; cyclic...
Two different methods of analysis of plate bending, FEM and BM are discussed in this paper. The plat...
This paper concerns the problem of elastic, axisymmetric bending of tapered circular plates and tape...
Bending behaviour of a rectangular plate is analysed with the help of a refined higher order theory....
It is argued that the answer to the recent question `What are the simply-supported boundary conditio...
summary:This paper deals with the exact number of solutions of von Kármán equations for a rotational...
AbstractBy using the reciprocal theorem of elasticity, the author obtained the appropriate stress bo...
By using the reciprocal theorem of elasticity, the author obtained the appropriate stress boundary c...
The problem of bending of a rectangular plate with clamped edges has attracted attention of authors ...
summary:The paper deals with the V. Kármán equations of a thin elastic plate. The edges of the recta...
As an analog to the bending case published in an earlier paper, the stress singularities in plates s...
In this work, the problem of first order shear deformable solid circular plate under transverse load...
For a plate subject to stress boundary condition, the deformation determined by the Reissner–Mindlin...
AbstractThe paper considers the method suggested by Papkovich for rectangular plates and its applica...
The paper presents an exact closed-form solution for a thin isotropic plate containing a circular el...
This paper deals with the effects of symmetrical loading on thin shells of uniform thickness; cyclic...
Two different methods of analysis of plate bending, FEM and BM are discussed in this paper. The plat...
This paper concerns the problem of elastic, axisymmetric bending of tapered circular plates and tape...
Bending behaviour of a rectangular plate is analysed with the help of a refined higher order theory....
It is argued that the answer to the recent question `What are the simply-supported boundary conditio...
summary:This paper deals with the exact number of solutions of von Kármán equations for a rotational...