We characterize how different fracture size‐transmissivity relationships influence flow and
transport simulations through sparse three‐dimensional discrete fracture networks. Although …

We investigate tracer transport on random discrete fracture networks that are characterized
by the statistics of the fracture geometry and hydraulic conductivity. While it is well known …

We investigate the effects of geological stress on fluid flow and tracer transport in natural
fracture networks. We show the emergence of non‐Fickian (anomalous) transport from the …

In recent years, a large body of the literature has been devoted to study reactive transport of
solutes in porous media based on pure Lagrangian formulations. Such approaches have …

Modeling multispecies reactive transport in natural systems with strong heterogeneities and
complex biochemical reactions is a major challenge for assessing groundwater polluted …

A null‐space Monte‐Carlo (NSMC) approach was applied to account for uncertainty in the
calibration of the hydraulic conductivity (K) field for a three‐dimensional groundwater flow …

The particle support volume is crucial for simulating reactive transport with Lagrangian
methods as it dictates the interaction among particles. Assuming that it is constant in space …

Fractures, faults, karstic features and/or interbedded layers of coarse sediment often
manifest in the form of preferential flow features (PFFs). Previous investigations into the …

Two of the commonly used approaches in modelling flow and transport in fractured
geological media are the discrete fracture network (DFN) approach and the stochastic …

A pavement outcrop with excellent exposure of spatial relationships among joints, veins,
small offset normal faults, and associated alteration halos (redox fronts) provided an …