| 1 |
Predicting the permeability and specific surface area of compressed and uncompressed fibrous media including the Klinkenberg effect
Woudberg S, Mare E, van Heyningen MC, Theron F, Le Coq L
Powder Technology, 377, 488, 2021 |
| 2 |
Predicting the pressure drop of a biofilter and the specific surface area of the packing material
Woudberg S, Van Jaarsveld J, Dumont E
Powder Technology, 342, 233, 2019 |
| 3 |
Investigating the influence of local porosity variations and anisotropy effects on the permeability of fibrous media for air filtration
Woudberg S, Theron F, Lys E, Le Coq L
Chemical Engineering Science, 180, 70, 2018 |
| 4 |
Permeability prediction of an analytical pore-scale model for layered and isotropic fibrous porous media
Woudberg S
Chemical Engineering Science, 164, 232, 2017 |
| 5 |
An analytical Ergun-type equation for porous foams
Woudberg S, Du Plessis JP
Chemical Engineering Science, 148, 44, 2016 |
| 6 |
Assessment of porosity and biofilm thickness in packed beds using porous media models
Dumont E, Woudberg S, Van Jaarsveld J
Powder Technology, 303, 76, 2016 |
| 7 |
Analytical determination of the effect of compression on the permeability of fibrous porous media
Woudberg S, van Heyningen MC, Le Coq L, Legrand J, Du Plessis JP
Chemical Engineering Science, 112, 108, 2014 |
| 8 |
Application of power addition as modelling technique for flow processes: Two case studies
de Wet P, du Plessis JP, Woudberg S
Chemical Engineering Science, 66(9), 1923, 2011 |
| 9 |
Pore-scale modelling of diffusion in unconsolidated porous structures
du Plessis E, Woudberg S, du Plessis JP
Chemical Engineering Science, 65(8), 2541, 2010 |
| 10 |
Pore-scale derivation of the Ergun equation to enhance its adaptability and generalization
Du Plessis JP, Woudberg S
Chemical Engineering Science, 63(9), 2576, 2008 |
