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JOURNALS // Teplofizika vysokikh temperatur // Archive

TVT, 2008 Volume 46, Issue 3, Pages 388–395 (Mi tvt1073)

This article is cited in 5 papers

Thermophysical Properties of Materials

The thermodynamic parameters of monomer and dimer molecules of cerium and praseodymium tribromides

L. S. Kudina, M. F. Butmana, V. B. Motalova, A. E. Grishina, A. S. Kryuchkova, G. A. Bergmanb

a Ivanovo State University of Chemistry and Technology
b Institute of Extremal States Thermophysics, Scientific Association for High Temperatures, Russian Academy of Sciences, Moscow

Abstract: The method of high-temperature mass spectrometry is used for studying the composition of saturated vapor over cerium and praseodymium tribromides. Monomer and dimer molecules are found in the temperature ranges of $789$$994$ K and $804$$957$ K for cerium and praseodymium, respectively. The partial pressures of vapor components are determined, $p$(Pa), the temperature dependences of which are approximated by the equations
$$\begin{gathered} \log p(\text{CeBr}_3 ) = ( - 14.63 \pm 0.08) \times 10^3 /T + (14.54 \pm 0.09),\quad T = 789 {-}994\text{ K};\\ \log p(\text{Ce}_2\text{Br}_6 ) = ( - 19.72 \pm 0.61) \times 10^3 /T + (17.60 \pm 0.64),\quad T = 918{-}980\text{ K};\\ \log p(\text{PrBr}_3 ) = ( - 14.13 \pm 0.12) \times 10^3 /T + (14.09 \pm 0.14),\quad T = 804{-}957\text{ K};\\ \log p(\text{Pr}_2\text{Br}_6 ) = ( - 18.90 \pm 0.50) \times 10^3 /T + (17.15 \pm 0.53),\quad T = 903{-}955\text{ K}. \end{gathered} $$
The values of pressure of vapor components are used along with literature data for the calculation of enthalpies of sublimation in the form of monomer and dimer molecules by the procedures of the second and third laws of thermodynamics. Based on analysis of the results, thermodynamic parameters of monomer and dimer molecules (in kJ mol$^{-1}$) are recommended,
$$ \begin{gathered} \Delta _s H^0 (\text{CeBr}_3 , 298.15) = 305 \pm 5,\quad \Delta _s H^0 (\text{PrBr}_3 , 298.15) = 293 \pm 5,\\ \Delta _s H^0 (\text{Ce}_2\text{Br}_6 , 298.15) = 410 \pm 28,\quad \Delta _s H^0 (\text{Pr}_2\text{Br}_6 , 298.15) = 403 \pm 28,\\ \Delta _f H^0 (\text{CeBr}_3 , \text{gas}, 298.15) = - 587 \pm 6,\quad \Delta _f H^0 (\text{PrBr}_3 , \text{gas}, 298.15) = - 597 \pm 7,\\ \Delta _f H^0 (\text{Ce}_2\text{Br}_6, \text{gas}, 298.15) = - 1372 \pm 28,\quad \Delta _f H^0 (\text{Pr}_2\text{Br}_6, \text{gas}, 298.15) = - 1378 \pm 28. \end{gathered} $$


UDC: 539.12

PACS: 05.70.Ce; 82.80.Ms

Received: 17.04.2007


 English version:
High Temperature, 2008, 46:3, 350–356

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© Steklov Math. Inst. of RAS, 2025