For a c v -calorimeter of small dimensions, the procedure of measurement was changed from discontinuous to continuous to avoid heat loss and to increase the output of c v data. Values of c v were measured in the vicinity of the critical point. The critical exponent Ξ± was fitted to the values of c v
Measurements of the isochoric heat capacities Cv of carbon dioxide in the critical region
β Scribed by I.M. Abdulagatov; N.G. Polikhronidi; R.G. Batyrova
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 394 KB
- Volume
- 26
- Category
- Article
- ISSN
- 0021-9614
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β¦ Synopsis
We have measured the isochoric heat capacity (C_{V}) of carbon dioxide in both the one-phase and two-phase regions near the critical point. Temperatures varied from (280 \mathrm{~K}) to (355 \mathrm{~K}), and densities varied from (461.2 \mathrm{~kg} \cdot \mathrm{m}^{-3}) to (519.2 \mathrm{~kg} \cdot \mathrm{m}^{-3}). The measurements were performed in a high-temperature adiabatic calorimeter used earlier for the determination of the isochoric heat capacity of several liquids and liquid mixtures near the critical points. ({ }^{(1,2)}) The experiments were performed at eight isochores: ((461.2,464.5,467.5,470.1,477.7,499.0,509.8), and 519.2() \mathrm{kg} \cdot \mathrm{m}^{-3}) in the neighbourhood of the critical point and the coexistence curve. Uncertainties of the heatcapacity measurements are estimated to be less than 1.2 per cent far from (T_{\mathrm{c}}) and 2.5 per cent in the immediate vicinity of the critical point. The uncertainty in temperature was less than (\pm 10 \mathrm{mK}). Comparisons are made with values calculated from different scaling equation of state and with eariier measurements. The experimental results have been interpreted in terms of the modern theory of critical phenomena. The asymptotic and non-asymptotic critical behaviour of (C_{V}) has been discussed. The critical exponents and critical amplitudes of (C_{V}) along the critical isochore and (\Delta \rho) on the coexistence curve are derived. We have analysed the two-phase massic (\dagger) heat capacities of carbon dioxide to obtain detailed information about the behaviour of (\left(\partial^{2} p / \partial T^{2}\right)) and (\left(\partial^{2} \mu / \partial T^{2}\right)) in the critical region.
π SIMILAR VOLUMES
We have determined the p, T, , x phase boundaries in three mixtures of 1 y x CO q 2 4 Ε½ . x C H , with x s 0.2516 , 0.4924 , and 0.7397 , in the vicinity of the critical locus from 2 6 6 5 8 measurements of the relative dielectric permittivity . We combined accurate measurements r of with the Clausi