A version of the reformulation of the Ornstein-Zernike equation for multicomponent systems with intermolecular long-range Coulomb interaction was suggested. For the calculation of the radial distribution functions and their derivatives with respect to the thermodynamic parameters adapted efficient Labik-Malijevsky algorithm .
уравнение Орнштейна-Цернике, радиальная функция распределения, кулоновские взаимодействия, Ornstein-Zernike equation, radial distribution function, the Coulomb interaction
1. Martynov G.A. Problema fazovyh perehodov v statisticheskoy mehanike/ G.A. Martynov // Uspehi fizicheskih nauk.- 1999.- T.-169.- №6
2. Klinov A.V. Termodinamicheskie svoystva veschestv na osnove sfericheski-simmetrichnogo potenciala mezhmolekulyarnogo vzaimodeystviya / A.V. Klinov , A.V Malygin, L.R. Minibaeva, G.S D'yakonov. // Vestnik Kazanskogo tehnologicheskogo universiteta.- 2010. - №1. - S.105-109
3. Klinov A.V. Ispol'zovanie modeli central'nyh sil dlya opisaniya dvuhcetrovyh molekul / A.V. Klinov , I.P. Anashkin // Vestnik Kazanskogo tehnologicheskogo universiteta.- 2011. - №3. - S.272-274
4. Labik, S. A rapidly convergent method of solving the OZ equation / S. Labik, A. Malijevsky, P. Vonka // Mol. Phys. - 1985. - V.56. - № 3. - P. 709 - 715.
5. Toshiko I. Accurate integral equation theory for the central force model of liquid water and ionic solutions / Haymet A.D.J. // J.Chem.Phys. - V89.- №1. - P. -4315
6. Balesku, R. Ravnovesnaya i neravnovesnaya statisticheskaya mehanika / R. Balesku: per. s angl. - M.: Mir, 1978. - 808 s
7. Vompe, A.G. Problema termodinamicheskoy soglasovannosti resheniy uravneniya Ornshteyna-Cernike / A. G. Vompe, G. A. Martynov // Zhurn. fiz. himii. - 1994. - T. 68. - № 3. - S. 41-46.
