Add to ORKGAn exact solution of the characteristic fourth-order partial differential equation for plane orthotropic elasticity is obtained by using the Fourier method. Particular emphasis is given to the orthotropic beam subjected to a concentrated load. Stress distributions calculated from the resulting series are compared with those given by elementary bending theory
We develop the analytical solution for the state of stress in pure bending of a cylindrically orthot...
A numerical and analytical approach to solving problems of the stress-strain state of quadrangular o...
summary:The problem of bending by a transverse load of orthotropic cylindrical beam is solved by red...
The characteristic fourth-order partial differential equation for two-dimensional elastic anisotropi...
The primary objective of this thesis is to apply the use of Fourier series expansion to the solution...
The problem of estimating the bending stress distribution in the neighborhood of a crack located on ...
This paper presents a displacement-based model for orthotropic beams under plane linear elasticity b...
Plane elasticity solutions using stress functions for stresses and displacements in orthotropic curv...
The rectangular orthotropic beam under flexure is studied by decomposing the problem into an interio...
The study examined the construction of the fundamental solution for the equations of statics {1,2} –...
The study examined the construction of the fundamental solution for the equations of statics {1,2}&n...
AbstractThe quasi-orthotropic elastic plane in which the characteristic roots of the fundamental dif...
An approximate method is presented for the direct stress analysis of orthotropic bridge slabs, witho...
The large deflection of a rectangular orthotropic plate subjected to the combined action of edge com...
This paper deals with the extension of a novel numerical technique, labelled Line Element-less Metho...
We develop the analytical solution for the state of stress in pure bending of a cylindrically orthot...
A numerical and analytical approach to solving problems of the stress-strain state of quadrangular o...
summary:The problem of bending by a transverse load of orthotropic cylindrical beam is solved by red...
The characteristic fourth-order partial differential equation for two-dimensional elastic anisotropi...
The primary objective of this thesis is to apply the use of Fourier series expansion to the solution...
The problem of estimating the bending stress distribution in the neighborhood of a crack located on ...
This paper presents a displacement-based model for orthotropic beams under plane linear elasticity b...
Plane elasticity solutions using stress functions for stresses and displacements in orthotropic curv...
The rectangular orthotropic beam under flexure is studied by decomposing the problem into an interio...
The study examined the construction of the fundamental solution for the equations of statics {1,2} –...
The study examined the construction of the fundamental solution for the equations of statics {1,2}&n...
AbstractThe quasi-orthotropic elastic plane in which the characteristic roots of the fundamental dif...
An approximate method is presented for the direct stress analysis of orthotropic bridge slabs, witho...
The large deflection of a rectangular orthotropic plate subjected to the combined action of edge com...
This paper deals with the extension of a novel numerical technique, labelled Line Element-less Metho...
We develop the analytical solution for the state of stress in pure bending of a cylindrically orthot...
A numerical and analytical approach to solving problems of the stress-strain state of quadrangular o...
summary:The problem of bending by a transverse load of orthotropic cylindrical beam is solved by red...