1994
DOI: 10.1016/0009-2509(94)e0123-8
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Minimum energy demand for distillations with distributed components and side-product withdrawals

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Cited by 22 publications
(16 citation statements)
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“…The linear phenomenological equations that follow from Eq. (29) are where Jd (in m3 m-'h-') is the relative mass flux between heavy and light components across the interface (Jd = Jl/y, -Jh/y,,), Jh and Jl are the mass fluxes of heavy and light components, respectively, yh and yl are the compositions of heavy and light components, respectively, and the constant parameters, Lji, are the local phenomenological transport coefficient, which can be determined from experiments. For isothermal conditions, the phenomenological coefficients for mass transfer are …”
Section: Demirelmentioning
confidence: 99%
“…The linear phenomenological equations that follow from Eq. (29) are where Jd (in m3 m-'h-') is the relative mass flux between heavy and light components across the interface (Jd = Jl/y, -Jh/y,,), Jh and Jl are the mass fluxes of heavy and light components, respectively, yh and yl are the compositions of heavy and light components, respectively, and the constant parameters, Lji, are the local phenomenological transport coefficient, which can be determined from experiments. For isothermal conditions, the phenomenological coefficients for mass transfer are …”
Section: Demirelmentioning
confidence: 99%
“…With the exception of two articles Ž . published recently by Kohler et al 1994 andRooks et al Ž . 1996 , which we will discuss in some more detail below, all the techniques proposed previously constitute generalizations Ž .…”
Section: Columns With a Sidestreammentioning
confidence: 96%
“…Ž . Kohler et al 1994 proposed a minimum reflux method for sidestream columns and nonideal or azeotropic mixtures Ž . based on the minimum-angle criterion MAC .…”
Section: Columns With a Sidestreammentioning
confidence: 99%
“…[4][5][6]17 Many relevant contributions to construct product pinch point curves have been done. 8,9,16,18,19 Aguirre and Espinosa 20 presented a rigorous algorithm based on imbedding homotopic continuation methods.…”
Section: Subscripts and Superscriptsmentioning
confidence: 99%