$Anomalous transport in disordered fracture networks: Spatial Markov model for dispersion with variable injection modes$

Anomalous transport in disordered fracture networks: Spatial Markov model for dispersion with variable injection modes

•Injection modes have major impact on anomalous transport in DFNs.•Evolution of the Lagrangian velocity distribution is governed by injection modes.•Spatial velocity Markov model for variable injection modes.•Equivalence between spatial Markov model and Boltzmann equation. We investigate tracer tran...

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Veröffentlicht in:	Advances in water resources 2017-08, Vol.106 (C), p.80-94
Hauptverfasser:	Kang, Peter K., Dentz, Marco, Le Borgne, Tanguy, Lee, Seunghak, Juanes, Ruben
Format:	Artikel
Sprache:	eng
Schlagworte:	Anomalous transport Bolted joints Boltzmann equation Boltzmann transport equation Continuous time random walks Correlation Discrete fracture networks Dispersion Distribution Earth Sciences ENVIRONMENTAL SCIENCES Evolution Fractures Hydraulic conductivity Hydraulics Hydrology Injection Injection modes Lagrangian velocity Markov analysis Markov chains Mathematical models Modelling Modes Particle injection Random walk Sciences of the Universe Spatial Markov model Statistical methods Stochastic modeling Stochasticity Time domain random walks Tracer particles Tracer transport Tracers Transport Velocity Velocity distribution
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