In this paper, a mixed two-scale numerical manifold computational homogenization model is
presented for dynamic analysis and wave propagation of the discontinuous heterogeneous …

Dynamics of the widespread saturated and semi-saturated soil–rock mixtures (SRMs) are of
importance in practical engineering. In this paper, a numerical manifold model is presented …

This paper presents an efficient monolithic computational homogenization model for
transient nonlinear hydro-mechanical analysis within the framework of Numerical Manifold …

In this study, the moving least squares based numerical manifold method (MLS-NMM) is
presented to solve three-dimensional (3D) transient heat conduction problems of …

Accurately simulating the dynamic propagation of cracks is critical to investigating the
mechanisms of rock fracture under dynamic loading. The meshless numerical manifold …

A two-scale computational homogenization model is presented for modeling three-
dimensional (3D) heterogeneous poro-elastic media in the framework of the Numerical …

Abstract A three-dimensional (3D) numerical manifold formulation with continuous nodal
gradients (H8-CNS) is presented for dynamic analysis of saturated elasto-plastic porous …

In this paper, a computational modeling tool is developed for fully coupled multiphase flow in
deformable heterogeneous porous medium that consists of complex and non-uniform micro …

A large deformation, coupled finite‐element (FE) model is developed to simulate the
multiphase response of soft porous materials subjected to high strain‐rate loading. The …

Recent attempts to solve solid mechanical problems using the numerical manifold method
(NMM) are very fruitful. In the present work, a high-order numerical manifold method …