2019
DOI: 10.1016/j.cherd.2019.05.060
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A paper about the slope of the equilibrium line

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Cited by 4 publications
(6 citation statements)
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“…The slope of the VLE surface in the primary direction taken by the design component is given approximately by where m α,D is the slope for systems where the relative volatilities are assumed constant and where Δ m D is a correction for composition dependent relative volatilities. These two terms are defined by A complete derivation of these results is provided by Taylor and Duss, who showed that the approximation (eq ) often is extremely close to the result obtained from the rigorous flash calculation. Errors introduced by the approximation are generally much less than the uncertainty in any of the widely used efficiency estimation methods.…”
Section: Design Component Conceptmentioning
confidence: 62%
See 3 more Smart Citations
“…The slope of the VLE surface in the primary direction taken by the design component is given approximately by where m α,D is the slope for systems where the relative volatilities are assumed constant and where Δ m D is a correction for composition dependent relative volatilities. These two terms are defined by A complete derivation of these results is provided by Taylor and Duss, who showed that the approximation (eq ) often is extremely close to the result obtained from the rigorous flash calculation. Errors introduced by the approximation are generally much less than the uncertainty in any of the widely used efficiency estimation methods.…”
Section: Design Component Conceptmentioning
confidence: 62%
“…Thus, extracting reasonable estimates of the slope from such packages is not simple. Taylor and Duss derived two analytical approximations that are easily programmed in a spreadsheet and are capable of good to excellent estimations of the design component slope while requiring no more information than is routinely available from any flowsheet simulation package.…”
Section: Design Component Conceptmentioning
confidence: 99%
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“…When the slope (k) is positive, a greater value indicates a more rapid increase. When k is negative, a smaller value indicates a more rapid decrease [50,51]. The slope of the curve for increased hydrocarbon yield (k n ) was equal to (Yield n+1 −Yield n )/(Ro n+1 −Ro n ), as shown in Table 2.…”
Section: Division Of Thermal Evolution Stages Based On the Pyrolysis ...mentioning
confidence: 91%