1961
DOI: 10.1021/ac60176a036
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Principles of High-Speed Gas Chromatography with Packed Columns

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Cited by 34 publications
(32 citation statements)
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“…In the derivation of the van Deemter equation, finite rate of mass transfer in the gas phase was omitted because estimates indicated that its contribution would be negligible compared to that of the liquid phase. or less than dp have been found by many workers (1,7,8,15,32,33,45,56) while others have apparently found negative A values (7,33,52,60). Some evidence has been presented that indicates that A is velocity dependent (7,35,60).…”
Section: Literature Review Historical Developmentmentioning
confidence: 87%
See 1 more Smart Citation
“…In the derivation of the van Deemter equation, finite rate of mass transfer in the gas phase was omitted because estimates indicated that its contribution would be negligible compared to that of the liquid phase. or less than dp have been found by many workers (1,7,8,15,32,33,45,56) while others have apparently found negative A values (7,33,52,60). Some evidence has been presented that indicates that A is velocity dependent (7,35,60).…”
Section: Literature Review Historical Developmentmentioning
confidence: 87%
“…The value of A has been found by some researchers (5,14,16,49,61) to increase as dp decreases while others (1,6) have found it independent of dp. The usual graphical and numerical curve fitting techniques have been unable to resolve this question.…”
Section: Literature Review Historical Developmentmentioning
confidence: 93%
“…Almost simultaneously with Desty and Goldup retraction, stronger and more specific objections were published by Ayers et al [216] in July 1961. u 2 , where u is the average gas velocity, to represent the relationship of plate height to carrier gas velocity. While plots of this type are satisfactory for short columns having low pressure drops ( u % u o ), marked deviations from linearity occur if the column pressure drop is high.…”
Section: Immediate Objections and Retractionsmentioning
confidence: 94%
“…These drawbacks of Purnell's model were corrected by Ayuers et al. . They have combined van Deemter equation (used in the form Hu o = B + Cu o 2 ) and an equation for the retention time of a solute t R : tnormalR=knormalR+12LP313uoP21and derived the following relationship: tnormalR=(q+Z)321Z2knormalR+1CN3with q=1+φBNpo and Z=φCNpouo2…”
Section: Gcmentioning
confidence: 99%
“…According to Ayuers et al. it can be shown that for known q the separation can be achieved in a minimum time if the outlet velocity u o is adjusted so that the value of Z is given by: Z opt =q12 cos ψ3+240normalowhere ψ can be found from the following equation: cos ψ=q32q3…”
Section: Gcmentioning
confidence: 99%