Vieth, Kolinski, and Skolnick develop Monte Carlo methods for approximating the partition function as well as this quantity.
Vieth, Kolinski, and Skolnick develop Monte Carlo methods for approximating the partition function as well as this quantity. One is subtracted from this quantity and multiplied by beta, representing the fraction of vaporized feed, in the denominator of the Rachford-Rice equation. For multicomponent systems, this quantity's relation to temperature and pressure is graphed in Depriester charts. The change in the partial molar volume over RT is equal to the partial with respect to pressure of this quantity's natural log, and the temperature partial of the log of this quantity equals the negative change in enthalpy over ideal gas constant by the van 't Hoff equation. Defined as the ratios of the activities of the products to the activities of the reactants, for 10 points, name this quantity usually symbolized k-eq.
Vieth, Kolinski, and Skolnick develop Monte Carlo methods for approximating the partition function as well as this quantity.
{equilibrium constant} [accept {k}-eq before read]