Averaged Boltzmann's kinetics for colloidal transport in porous media
T Russell, OY Dinariev, LA Pessoa Rego… - Water Resources …, 2021 - Wiley Online Library
Due to the stochastic nature of pore space geometry, particle velocities in a colloidal‐
suspension flux are also stochastically distributed. This phenomenon is captured by …
suspension flux are also stochastically distributed. This phenomenon is captured by …
[引用][C] Averaged Boltzmann's Kinetics for Colloidal Transport in Porous Media
T Russell, RLA Pessoa, P Bedrikovetsky… - Water Resources …, 2021 - elibrary.ru
Averaged Boltzmann's Kinetics for Colloidal Transport in Porous Media.
T Russell, OY Dinariev… - Water Resources …, 2021 - search.ebscohost.com
Due to the stochastic nature of pore space geometry, particle velocities in a colloidal‐
suspension flux are also stochastically distributed. This phenomenon is captured by …
suspension flux are also stochastically distributed. This phenomenon is captured by …
Averaged boltzmann's kinetics for colloidal transport in porous media.
T Russell, OY Dinariev, LAP Rego, P Bedrikovetsky - 2021 - cabidigitallibrary.org
Due to the stochastic nature of pore space geometry, particle velocities in a colloidal-
suspension flux are also stochastically distributed. This phenomenon is captured by …
suspension flux are also stochastically distributed. This phenomenon is captured by …
Averaged Boltzmann's Kinetics for Colloidal Transport in Porous Media
T Russell, OY Dinariev… - Water Resources …, 2021 - ui.adsabs.harvard.edu
Due to the stochastic nature of pore space geometry, particle velocities in a colloidal
suspension flux are also stochastically distributed. This phenomenon is captured by …
suspension flux are also stochastically distributed. This phenomenon is captured by …