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Inversion Curve |
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Inversion Curve
a curve on a phase diagram that bounds the region of those phases (states) of a substance for which the transition of the substance from higher pressure to lower (in the process of throttling) is associated with a temperature drop. Beyond this region, the substance (a gas or liquid) heats on throttling. The constant-pressure line (isobar p = constant; see Figure 1) intersects the inversion curve at the two inversion points: the upper (Ti, max) and the lower (Ti, min). The upper point lies in the region of the gaseous state of the substance, and the lower in the liquid state. ![]() Figure 1. Inversion curves for air in pressure-temperature coordinates calculated according to (1) the Van der Waals equation and (2) experimental data When Ti, min < T < Ti, max in a certain interval of pressure, the gas can be liquefied by throttling, but when T > Ti, max this cannot be accomplished. The closer a gas is in its properties to an ideal gas, the lower its inversion temperature (for hydrogen, for example, at atmospheric pressure Ti, max = −57°C, while for helium, Ti, max = −239°C). To liquefy helium by throttling, its temperature must first be reduced to −239°C. IU. N. DROZHZHIN Want to thank TFD for its existence? Tell a friend about us, add a link to this page, add the site to iGoogle, or visit the webmaster's page for free fun content. |
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