This paper makes the first attempt to apply newly developed upwind GFDM for the meshless
solution of two-phase porous flow equations. In the presented method, node cloud is used to …

In this paper, a novel meshless method that can handle porous flow problems with singular
source terms is developed by virtually constructing node control domains. By defining a …

This paper applies GFDM to analyze coupled two-phase flow and geomechanics for the first
time, to our knowledge, is also the first meshless solver for two-phase fluid-solid coupling …

This paper achieves effective and precise meshless modeling of three-dimensional (3D)
single-phase coupled heat and mass transfer problems based on the generalized finite …

In this paper, a meshless numerical modeling method named mesh-free discrete fracture
model (MFDFM) of fractured reservoirs based on the newly developed extended finite …

This paper applies generalized finite difference method (GFDM) to a compressible two-
phase flow in anisotropic porous media with the aim of further extending the wider …

This paper introduces an innovative numerical methodology designed to achieve high
precision solution of acoustic wave propagation problem in isotropic material. During the …

This paper proposes the notion of model adaptivity for fluid flow modelling, where the
underlying model (the governing equations) is adaptively changed in space and time …

Meshfree Lagrangian frameworks for free surface flow simulations do not conserve fluid
volume. Meshfree particle methods like SPH are not mimetic, in the sense that discrete mass …

In traditional reservoir simulation methods, the computational domain is often discretized
into a grid system (FDM, FVM, FEM, etc.) or a mesh reduction system (point source solution …