2009
DOI: 10.2172/978912
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On the two-domain equations for gas chromatography.

Abstract: We present an analysis of gas chromatographic columns where the stationary phase is not assumed to be a thin uniform coating along the walls of the cross section. We also give an asymptotic analysis assuming that the parameter β =is small. Here K is the partition coefficient, and D i and ρ i , i = I, II are the diffusivity and density in the mobile (i = I) and stationary (i = II) regions.3

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“…The rate at which CH 4 moves through the trap during trapping and elution can be approximated in a similar form to the two-phase model of gas chromatography. 34 CH 4 is strongly bound to the HayeSep-D (i.e., stationary phase), and the flow of bulk gases acts as a carrier gas driving advection-diffusion. During elution, the carrier gas is changed to the slow flow of pure N 2 , and the increased temperature moves the CH 4 equilibrium into the gas phase.…”
Section: Fractionation Ofmentioning
confidence: 99%
“…The rate at which CH 4 moves through the trap during trapping and elution can be approximated in a similar form to the two-phase model of gas chromatography. 34 CH 4 is strongly bound to the HayeSep-D (i.e., stationary phase), and the flow of bulk gases acts as a carrier gas driving advection-diffusion. During elution, the carrier gas is changed to the slow flow of pure N 2 , and the increased temperature moves the CH 4 equilibrium into the gas phase.…”
Section: Fractionation Ofmentioning
confidence: 99%