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Electrokinetic non-equilibrium effects in transient nanopores

Electrokinetic non-equilibrium effects in transient nanopores
瞬态纳米孔中的动电非平衡效应
批准号:
529741483
负责人:
Professor Dr. Steffen Hardt
金额:
$0.0万
依托单位国家:
德国
项目类别:
Research Units
财政年份:
--
资助国家:
德国
项目状态:
未结题
起止时间:

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英文摘要
This subproject has an overarching character in TRANSIEVES and is intended to provide model descriptions for the lead experiments. The purpose of these model descriptions is to help to identify and understand the fundamental physics of species transport through transient sieves, as well as to identify “sweets spots” in the parameter space. These sweet spots are regions in which species separation becomes especially efficient. Such information will be invaluable for the lead experiments. In addition, subproject B4 explores novel concepts of species separation by transient sieves which are likely to excite experimental activities in the second funding period of the Research Unit. More exactly, we intend to develop minimal models that are based, among others, on the relevant dimensionless parameters of a specific problem. The first novel concept for species separation we would like to explore is based on conical nanopores with gate electrodes energized by an AC voltage. In such pores, species separation should become possible by exploiting a competition between advective and diffusive transport. The second novel concept is based on the observation that in an electrolyte with anions and cations of different electrophoretic mobilities, electrodes energized with an AC voltage of zero time average can produce a non-vanishing, time averaged electric field in the electrolyte. We would like to explore to what extent the emerging electric field can serve as a potential barrier that can be used for species separation. Last but not least, we would like to build a model related to the experimental activities of lead experiment A1. In this experiment, species transport through self-renewing liquid pores will be studied. The model will have a reduced order character and will complement the numerical simulations of subproject B2.
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