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Summability equation

Sumifix Supra dyes SUMKAEXCEL Sumisdex Sumitomo C KS500 Summability equation Sumycin Sun... [Pg.950]

This summability equation, the counterpart of equation 116, provides for the calculation of solution properties from partial properties. Differentiation of equation 122 yields equation 123 ... [Pg.491]

Since In y is a partial property with respect to G /RT the following form of the summability equation is vahd ... [Pg.521]

These clearly are not the same as the suggested expressions, which are therefore not correct. Note that application of the summability equation to the derived partial-property expressions reproduces the original equation for H. Note further that differentiation of these same expressions yields results that satisfy the Gibbs/Duhem equation, Eq. (11.14), written ... [Pg.683]

At high temperatures and low to moderate pressures the reacting species fonii an ideal-gas mixture. Apphcationof the summability equation to Eq. (11.26) yields ... [Pg.500]

Because qi is a partial property, tire summability equation applies ... [Pg.530]

All three quantities are for the same T, P, and physical state. Eq. (4-126) defines a partial molar property change of mixing, and Eq. (4-125) is the summability relation for these properties. Each of Eqs. (4-93) through (4-96) is an expression for an ideal solution property, and each may be combined with the defining equation for an excess property (Eq. [4-99]), yielding ... [Pg.521]

The summability relation (eq. 122) applied to the special case of an ideal solution is written as equation 194 ... [Pg.497]

Given equations that represent partial properties M, Mf, or Mf as functions of composition, one may combine them by the summability relation to yield a mixture property. Application of the defining (or equivalent) equations for partial properties then regenerates the given equations if and only if the given equations obey the Gibbs/Duhen equation. [Pg.680]

The summability and Gibbs/Duhem equations take on the following forms ... [Pg.683]

Equation (/7.70) is in fact just a special case of Eq. f71.9), obtained by setting = 7, wlriclr also makes ni = xi. Equations (11.11) and (11.12) on tire other hand are new and vital. Krrown as summability relations, tirey allow calculation of mixture properties from partial properties, playiirg a role opposite to that of Eq. f71.7), which provides for the calculation of partial properties from mixtme properties. [Pg.358]

This last equation demonstrates that In Ji is a partial property respect to ( /RT, implying also the validity of the summability reli... [Pg.665]


See other pages where Summability equation is mentioned: [Pg.697]    [Pg.697]    [Pg.245]    [Pg.15]    [Pg.436]    [Pg.208]    [Pg.234]    [Pg.20]    [Pg.222]   


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