VELOCITY PROFILES IN THERMAL FIELD-FLOW FRACTIONATION
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BELGAIED, JE
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ECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCEECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCE
BELGAIED, JE
[1
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HOYOS, M
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ECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCEECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCE
HOYOS, M
[1
]
MARTIN, M
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ECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCEECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCE
MARTIN, M
[1
]
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[1] ECOLE SUPER PHYS & CHIM IND VILLE PARIS,PHYS & MECAN MILIEUX HETEROGENES LAB,CNRS,URA 857,F-75231 PARIS 05,FRANCE
Exact velocity profiles in thermal field-flow fractionation (FFF) were numerically computed for twelve solvents and forty different combinations of the temperature drop Delta T across the channel and of the cold wall temperature, T-c. An expression with six coefficients relating the nu parameter of a third-degree polynomial velocity profile which approximates the exact profile with Delta T and T-c was derived for each solvent. Under typical experimental conditions, it provides a nearly two orders of magnitude improvement in the accuracy of the prediction of the retention over the equation based on the classical parabolic profile. A procedure is suggested for using this nu vs. Delta T and T-c expression for extracting the basic FFF parameter lambda from retention data.