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- W2020946070 abstract "A modified form of Tung's integral equation allows the variance M 2p of the observed polymer chromatogram to be expanded as the sum of the main contribution due to molecular weight distribution plus the band spreading contribution μ2 (the variance of a single component chromatogram being eluted, at the same average elution volume) and a series of correction terms negligible for narrow molecular weight distribution. A model of the chromatographic separation taking into account hydrodynamical and diffusional spreading effects in each of the different columns in the apparatus leads to a Van Deemter's relationship relating μ2 to solvent flowrate. The coupling of the two above quoted relationships was used to exploit experimental measurements of M 2p for anionically polymerized polystyrene samples vs. solvent flowrate in a set of 3 μ-styragel R columns having nominal pores sizes 103, 104 and 105 Å. These measurements, as well as previous work (where methods of treatment of data are discussed) were used to bring information on polymer intraparticle diffusion. Simulation based studies were undertaken in order to arrive at a simplified representation of chromatographic peak shape. Peak skewing in ordinary conditions was shown to be small. This explains that no appreciable error is made when using Hamielec and Ray's original formulae for correcting apparent (band spreading distorted) average molecular weights, although these formulae assume single component peaks to be gaussian, which is not correct." @default.
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- W2020946070 date "1987-01-01" @default.
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- W2020946070 title "BAND SPREADING MODELING AND CORRECTION IN SIZE EXCLUSION CHROMATOGRAPHY PART I LINEAR CHROMATOGRAPHY THEORY AND THE PREDICTION OF THE SHAPE OF SINGLE COMPONENT CHROMATOGRAMS" @default.
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- W2020946070 doi "https://doi.org/10.1080/00986448708911811" @default.
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