## 4pPA7. Relation for calculating the heat capacity at constant volume for multicomponent systems by using the values of sound velocity for the pure components and binary systems.

### Session: Thursday Afternoon, December 5

### Time: 3:30

**Author: Dmitrii A. Denisov**

**Location: Dept. of the Colloid Chemistry, Mendeleev Chemical Technol. Univ. of Russia, Miusskaya pl. 9, Moscow 125047, Russia**

**Abstract:**

It is known that heat capacities at constant volume C[inf V] can be
calculated by using the relation connecting C[inf V] with values of sound
velocity for these substances [A. J. Matheson, Molecular Acoustics (Wiley,
London, 1971)]. The relation for calculating C[inf V] for mixtures following the
lattice model of regular mixtures in the zero quasichemical approximation [I.
Prigogine, The Molecular Theory of Solutions (North Holland, Amsterdam,
Interscience, New York, 1957)] on the basis of some data including sound
velocity referring to the pure components has been derived. The analogous
problem for mixed solutions, namely for the solutions containing several
solutes, has been solved. The relation for calculating C[inf V] for a mixed
solution consisting of the solvent and one of the solutes and having the same
solvent chemical potential value (which the considered mixed solution has),
follows the same conditions.

ASA 132nd meeting - Hawaii, December 1996