Stochastic Micromechanical Damage Model for Porous Materials under Uniaxial Tension

Despite the ubiquity of porous materials, their mechanical behaviors (e.g., fracture) remain only partially understood. Here, we propose a novel analytical stochastic micromechanical damage model to describe the fracture of porous materials subjected to uniaxial tension. This analytical model relies on parallel elastic and plastic elements to describe the nonlinear stress-strain curve of porous phases. We then develop a stochastic damage model to describe the propagation of randomly scattered voids or microflaws. This model allows us to identify the key influential features that govern the failure of porous materials. Finally, we demonstrate the accuracy of our model by validating its outcomes by a series of peridynamic simulations.

Automated summary

In this study, a novel analytical model is proposed to describe the fracture behavior of porous materials under uniaxial tension. This model utilizes parallel elastic and plastic elements to characterize the nonlinear stress-strain curve of porous phases. Furthermore, a stochastic damage model is developed to describe the propagation of randomly scattered voids or microflaws, allowing for the identification of key influential factors in the failure of porous materials.