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Isoperichoric focusing field-flow fractionation and thin layer isoperichoric focusing based on coupling of gradient generated by primary field with secondary field action: general principles and performances
Authors:Josef Janča
Institution:(1) Laboratoire de Physico-Chimie Macromoléculaire, Université Pierre et Marie Curie, CNRS URA 278, E.S.P.C.I., 10 rue Vauquelin, F-75231 Paris Cedex 05, France;(2) Present address: Université de La Rochelle, 23, Avenue A, Einstein, F-17071 La Rochelle Cedex 9, France
Abstract:The primary field forces can generate spatially oriented gradient of the effective property of a continuum or pseudo-continuum fluid (carrier liquid). When this gradient is coupled with the action of a secondary field of identical or different nature the isoperichoric focused zones of the dispersed species can appear. Consequently, they can be separated according to differences responding to the property gradient of the carrier liquid. This concept can be applied under static (non-flow) conditions in thin layer focusing as well as under dynamic conditions with the elution due to the carrier liquid flow in focusing field-flow fractionation. The gradient established by the action of the primary field and the concentration distribution of the isoperichoric focused zone formed by the coupled effect of the gradient and of the primary or secondary field are described theoretically. The rigorous relationship describing the shape of the focused zone is compared with the approximate solutions. The performances of the proposed principle were evaluated by model calculations. Potential experimental configurations considering the implementation of the static and dynamic conditions are discussed. The generalized isoperichoric focusing theory can be applied to describe the particular processes operating in analytical and preparative focusing separations of the particles of various, but especially of biological origin.
Keywords:isoperichoric focusing field-flow fractionation  thin layer isoperichoric focusing  coupling of gradient generated by primary field forces with secondary field  theory of the concentration distribution of the focused zone  resolution under static and dynamic conditions
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