Fraunhofer-Gesellschaft

Publica

Hier finden Sie wissenschaftliche Publikationen aus den Fraunhofer-Instituten.
2018Cell-element simulations to optimize the performance of osmotic processes in porous membranes
Calo, V.M.; Iliev, O.; Nunes, S.P.; Printsypar, G.; Shi, M.
Journal Article
20163D morphology design for forward osmosis
Shi, Meixia; Printsypar, Galina; Duong, Phuoc H.H.; Calo, Victor M.; Iliev, Oleg; Nunes, Suzana P.
Journal Article
2015Pore-scale modeling and simulation of flow, transport, and adsorptive or osmotic effects in membranes: The influence of membrane microstructure
Calo, Victor; Iliev, Oleg; Lakdawala, Zahra; Leonard, Katherina; Printsypar, Galina
Journal Article
2015Simulation of osmotic and reactive effects in membranes with resolved microstructure
Calo, Victor M.; Nicolò, E. di; Iliev, Oleg; Lakdawala, Zahra; Leonhard, Katherine H.L.; Printsypar, Galina
Conference Paper
2015Water flow prediction for membranes using 3D simulations with detailed morphology
Shi, M.; Printsypar, G.; Iliev, O.; Calo, V.M.; Amy, G.L.; Nunes, S.P.
Journal Article
2014MPFA algorithm for solving Stokes-Brinkman equations on quadrilateral grids
Iliev, O.; Kirsch, R.; Lakdawala, Z.; Printsypar, G.
Conference Paper
2014On a multiscale approach for filter efficiency simulations
Iliev, O.; Lakdawala, Z.; Printsypar, G.
Journal Article
2013A two-dimensional model of the pressing section of a paper machine including dynamic capillary effects
Iliev, O.; Printsypar, G.; Rief, S.
Journal Article
2012On convergence of a discrete problem describing transport processes in the pressing section of a paper machine including dynamic capillary effects: One-dimensional case
Printsypar, G.; Ciegis, R.
Journal Article
2012On mathematical modeling and simulation of the pressing section of a paper machine including dynamic capillary effects
Iliev, O.; Printsypar, G.; Rief, S.
Journal Article
2012A two-dimensional model of the pressing section of a paper machine including dynamic capillary effects
Iliev, O.; Printsypar, G.; Rief, S.
Report
2011On convergence of a discrete problem describing transport processes in the pressing section of a paper machine including dynamic capillary effects: One-dimensional case
Printsypar, G.; Ciegis, R.
Report
2011A one-dimensional model of the pressing section of a paper machine including dynamic capillary effects
Iliev, O.; Printsypar, G.; Rief, S.
Report
2010A proof of convergence of a finite volume scheme for modified steady Richards' equation describing transport processes in the pressing section of a paper machine
Eymard, R.; Printsypar, G.
Report