A new fully coupled poroelastic peridynamic formulation is presented and its application to
fluid-filled fractures is demonstrated. This approach is capable of predicting porous flow and …

Progressive damage analysis of structures is still a major challenge. Peridynamics is a non-
local theory using the integral equations rather than differential equations which makes it …

The problems of multi-phase fluid flows are often encountered in engineering. In this study, a
non-local numerical model of multi-phase fluid flows in the Lagrangian description is …

This study presents a novel ordinary state-based peridynamic model for geometrically
nonlinear analysis. A new definition of logarithmic bond stretch for large deformations has …

The applications of wind turbines are consistently increasing across the globe. Competent
and sustainable wind energy harnessing inherently requires the implementation of optimal …

The problem of a fluid flow coupled with heat transfer is encountered in many engineering
applications. In this study, a non-local model is developed towards such problems by using …

Prediction of fracture and failure is a challenging research area. There are various methods
available in the literature for this purpose including well-known finite element (FE) method …

Surface oxidation degrades the durability of polymer matrix composites operating at high
temperatures due to the presence of strong coupling between the thermal oxidation and …

This study presents a new modeling approach for moisture concentration in the presence of
time dependent saturated moisture concentration and diffusivity by considering only native …