0000000000336567

AUTHOR

B. Schiedt

showing 2 related works from this author

Ion transport and selectivity in nanopores with spatially inhomogeneous fixed charge distributions

2007

Polymeric nanopores with fixed charges show ionic selectivity when immersed in aqueous electrolyte solutions. The understanding of the electrical interaction between these charges and the mobile ions confined in the inside nanopore solution is the key issue in the design of potential applications. The authors have theoretically described the effects that spatially inhomogeneous fixed charge distributions exert on the ionic transport and selectivity properties of the nanopore. A comprehensive set of one-dimensional distributions including the skin, core, cluster, and asymmetric cases are analyzed on the basis of the Nernst-Planck equations. Current-voltage curves, nanopore potentials, and tr…

Models MolecularMaterials scienceStatic ElectricityGeneral Physics and AstronomyIonic bondingNanotechnologyElectrolyteIon ChannelsNanoporous materialsIonQuantitative Biology::Subcellular ProcessesElectrolytesBiopolymersIonic conductivityStatic electricityCluster (physics)Ionic conductivityComputer SimulationPhysical and Theoretical Chemistry:FÍSICA::Química física [UNESCO]AnisotropyIon TransportUNESCO::FÍSICA::Química físicaNanostructuresNanoporeModels ChemicalPolymer solutionsChemical physicsNanoporous materials ; Polymer solutions ; Electrolytes ; Ionic conductivityAnisotropyIon Channel GatingPorosityThe Journal of Chemical Physics
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Ionic conduction, rectification, and selectivity in single conical nanopores

2006

Modern track-etching methods allow the preparation of membranes containing a single charged conical nanopore that shows high ionic permselectivity due to the electrical interactions of the surface pore charges with the mobile ions in the aqueous solution. The nanopore has potential applications in electrically assisted single-particle detection, analysis, and separation of biomolecules. We present a detailed theoretical and experimental account of the effects of pore radii and electrolyte concentration on the current-voltage and current-concentration curves. The physical model used is based on the Nernst-Planck and Poisson equations. Since the validity of continuum models for the descriptio…

Models MolecularGeneral Physics and AstronomyIonic bondingRectificationNanotechnologyElectrolytePoisson equationIonElectrolytesBiopolymersIonic conductivityBiomembranesIonic conductivityComputer SimulationPoisson DistributionPhysical and Theoretical ChemistryParticle Size:FÍSICA::Química física [UNESCO]IonsPhysics::Biological PhysicsIon TransportChemistryElectric ConductivityWaterBiological TransportConical surfaceMolecular biophysicsNanostructuresUNESCO::FÍSICA::Química físicaSolutionsNanoporeMembraneBiomembranes ; Bioelectric phenomena ; Ionic conductivity ; Rectification ; Molecular biophysics ; Electrolytes ; Poisson equationChemical physicsBioelectric phenomenaPoisson's equationPorosity
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