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K Values, VLE, and Flash Calculations

K Values, VLE, and Flash Calculations A measure of the distribution of a chemical species between liquid and vapor phases is the K value, defined as the equilibrium ratio  [Pg.31]

It has no thermodynamic content, but may make for computational convenience through elimination of one set of mole fractions in favor of the other. It does characterize lightness of a constituent species. A light species, with K 1, tends to concentrate in the vapor phase whereas a heavy species, with K 1, tends to concentrate in the liquid phase. [Pg.31]

When Raoult s law applies, Eq. (4-326) reduces to K, = P( /P. For modified Raoult s law, K, = yP/ /P. With K) = y,/x, these are alternative expressions of Raoult s law and modified Raoult s law. Were Raoult s valid, K values could be correlated as functions of just T and P. However, Eq. (4-326) shows that they are in general functions of T, P Xi), and y,, making convenient and accurate correlation impossible. Those correlations that do exist are approximate and severely limited in application. The nomographs for K values of light hydrocarbons as functions of T and P, prepared by DePriester Eng. [Pg.31]

Ser No. 7, 49 1-43 (1953)], do allow for an average effect of composition, but their essential basis is Raoult s law. [Pg.31]

Thus for bubble point calculations, where the X are known, the problem is to find the set of K values that satisfies Eq. (4-327), whereas for dew point calculations, where the y, are known, the problem is to find the set of K values that satisfies Eq. (4-328). [Pg.31]


The treatment of flash calculations in Sec. 10.6 led to calculations based on Raoult s law and K-value correlations. Use of the gamma/phi formulation of VLE makes the calculations somewhat more complex, but the primary equation is unchanged ... [Pg.513]


See other pages where K Values, VLE, and Flash Calculations is mentioned: [Pg.645]    [Pg.656]    [Pg.645]    [Pg.656]    [Pg.132]   


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