Ion transport through nanochannels depends on various external driving forces as well as the structural and hydrodynamic inhomogeneity of the confined fluid inside of the pore. Conventional models of electrokinetic transport neglect the discrete nature of ionic species and electrostatic correlations important at the boundary and often lead to inconsistent predictions of the surface potential and the surface charge density. Here, we demonstrate that the electrokinetic phenomena can be successfully described by the classical density functional theory in conjunction with the Navier–Stokes equation for the fluid flow. The new theoretical procedure predicts ion conductivity in various pH-regulated nanochannels under different driving forces, in ...
Narrow hydrophobic regions are a common feature of biological channels, with possible roles in ion-c...
The pressure-driven electrolyte transport through nanofiltration membrane pores with constant surfac...
This master thesis studies the applicability of continuum mean-field theories such as the Poisson-Ne...
We introduce a theoretical and numerical method to investigate the flow of charged fluid mixtures un...
© 2017, Springer-Verlag Berlin Heidelberg. The electrokinetic conductivity of micro-/nanofluidic sys...
[[abstract]]Fluid-ion transport through a nanochannel is studied to understand the role and impact o...
We discover a nonlinear coupling between the hydrophobicity of a charged substrate and electrokineti...
Behaviour of electrolytes confined in cylindrical and slit pores are studied by computer simulations...
We discover a nonlinear coupling between the hydrophobicity of a charged substrate and electrokineti...
135 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2004.In this thesis, we study fund...
We use an efficient molecular theory approach to study electrokinetic flow within a pH-responsive na...
Depending on the permeability of porous materials, different mass transport mechanisms have to be di...
Ion transport through nanoporous materials is of fundamental importance for the design and developme...
The ion and fluidic transport in the nanopore system is investigated via a multi-physical modeling o...
The transport of ions across single-molecule protein nanochannels is important both in the biologic...
Narrow hydrophobic regions are a common feature of biological channels, with possible roles in ion-c...
The pressure-driven electrolyte transport through nanofiltration membrane pores with constant surfac...
This master thesis studies the applicability of continuum mean-field theories such as the Poisson-Ne...
We introduce a theoretical and numerical method to investigate the flow of charged fluid mixtures un...
© 2017, Springer-Verlag Berlin Heidelberg. The electrokinetic conductivity of micro-/nanofluidic sys...
[[abstract]]Fluid-ion transport through a nanochannel is studied to understand the role and impact o...
We discover a nonlinear coupling between the hydrophobicity of a charged substrate and electrokineti...
Behaviour of electrolytes confined in cylindrical and slit pores are studied by computer simulations...
We discover a nonlinear coupling between the hydrophobicity of a charged substrate and electrokineti...
135 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2004.In this thesis, we study fund...
We use an efficient molecular theory approach to study electrokinetic flow within a pH-responsive na...
Depending on the permeability of porous materials, different mass transport mechanisms have to be di...
Ion transport through nanoporous materials is of fundamental importance for the design and developme...
The ion and fluidic transport in the nanopore system is investigated via a multi-physical modeling o...
The transport of ions across single-molecule protein nanochannels is important both in the biologic...
Narrow hydrophobic regions are a common feature of biological channels, with possible roles in ion-c...
The pressure-driven electrolyte transport through nanofiltration membrane pores with constant surfac...
This master thesis studies the applicability of continuum mean-field theories such as the Poisson-Ne...