In this study, a new peridynamic model is presented for higher-order plate theory. The formulation is derived by using Euler-Lagrange equation and Taylor’s expansion. The formulation is verified by considering two benchmark problems including simply supported and clamped plates subjected to transverse loading. Moreover, mixed (simply supported-clamped) boundary conditions are also considered to investigate the capability of the current formulation for mixed boundary conditions. Peridynamic results are compared with finite element analysis results and a very good agreement was obtained between the two approaches
The numerical solution of peridynamics equations is usually done by using uniform spatial discretisa...
Features that are much wider than they are thick, like thin plates, are numerically difficult to mod...
Every object in the world has a 3-Dimensional geometrical shape. Therefore, it is usually possible t...
In this study, a new peridynamic Mindlin plate formulation is introduced by utilising Euler-Lagrange...
In recent years, there has been rapid progress on peridynamics. It has been applied to many differen...
Peridynamic (PD) theory is a new continuum mechanics formulation introduced to overcome the limitati...
Functionally graded materials are a potential alternative to traditional fibre-reinforced composite ...
Peridynamics is a generalized continuum theory which is developed to account for long range internal...
In this study, a new peridynamic formulation is presented for functionally graded Timoshenko beams. ...
In this study, a new state-based peridynamic formulation is developed for functionally graded Euler-...
This study presents a novel ordinary state-based peridynamic model for geometrically nonlinear analy...
Progressive failure analysis of structures is still a major challenge. There exist various predictiv...
AbstractThis paper builds on the peridynamic state-based beam model to represent the bending of a Ki...
Peridynamics is a new modeling concept of non-local interactions for solid structures. The formulati...
It is common to encounter structures with complex geometries including aerospace and ship structures...
The numerical solution of peridynamics equations is usually done by using uniform spatial discretisa...
Features that are much wider than they are thick, like thin plates, are numerically difficult to mod...
Every object in the world has a 3-Dimensional geometrical shape. Therefore, it is usually possible t...
In this study, a new peridynamic Mindlin plate formulation is introduced by utilising Euler-Lagrange...
In recent years, there has been rapid progress on peridynamics. It has been applied to many differen...
Peridynamic (PD) theory is a new continuum mechanics formulation introduced to overcome the limitati...
Functionally graded materials are a potential alternative to traditional fibre-reinforced composite ...
Peridynamics is a generalized continuum theory which is developed to account for long range internal...
In this study, a new peridynamic formulation is presented for functionally graded Timoshenko beams. ...
In this study, a new state-based peridynamic formulation is developed for functionally graded Euler-...
This study presents a novel ordinary state-based peridynamic model for geometrically nonlinear analy...
Progressive failure analysis of structures is still a major challenge. There exist various predictiv...
AbstractThis paper builds on the peridynamic state-based beam model to represent the bending of a Ki...
Peridynamics is a new modeling concept of non-local interactions for solid structures. The formulati...
It is common to encounter structures with complex geometries including aerospace and ship structures...
The numerical solution of peridynamics equations is usually done by using uniform spatial discretisa...
Features that are much wider than they are thick, like thin plates, are numerically difficult to mod...
Every object in the world has a 3-Dimensional geometrical shape. Therefore, it is usually possible t...