Joule–Thomson effect
The Joule–Thomson effect is the temperature change that a real fluid can undergo when its pressure changes at constant enthalpy, as in flow through a throttling valve or porous plug. A pressure drop may cool or warm the fluid depending on its state; ideal gases show no temperature change in this process. The effect is used in refrigeration and gas liquefaction.
Throttling and constant enthalpy
In a throttling process, a flowing fluid passes through a restriction such as a valve, capillary or porous plug from higher to lower pressure. In the usual steady-flow model, the device is insulated, performs no shaft work, and changes little in kinetic and potential energy. Under these conditions, the fluid's specific enthalpy at the outlet is approximately equal to its value at the inlet. The temperature can nevertheless change because enthalpy depends on both temperature and pressure for a real fluid. This pressure-driven temperature change at constant enthalpy is called the Joule–Thomson effect; it is not the same as a reversible, adiabatic expansion that keeps entropy constant.
The Joule–Thomson coefficient
For a single-phase fluid, the Joule–Thomson coefficient is defined as μJT = (∂T/∂p)H, the change in temperature with pressure at constant enthalpy. With this convention, a positive coefficient means that lowering pressure tends to lower temperature, while a negative coefficient means that a pressure drop tends to raise temperature. The value depends on the fluid and its thermodynamic state, and it can change sign. The boundary in pressure–temperature space where the coefficient is zero is called the inversion curve; on opposite sides of that curve, throttling has opposite temperature effects.
Real gases and inversion
The effect arises from the non-ideal behavior of real fluids, whose molecules interact and whose enthalpy is not a function of temperature alone. In the ideal-gas model, enthalpy depends only on temperature, so constant-enthalpy throttling produces no temperature change. For a real gas, the result depends on the starting pressure and temperature: expansion can cool in one region and warm in another. It is therefore inaccurate to claim that every gas cools when it expands. A fluid's inversion conditions and phase behavior must be considered when predicting the outcome, especially near transitions between liquid and vapor phases.
Applications
Joule–Thomson cooling is used in gas refrigeration and liquefaction. In Linde–Hampson-type systems, high-pressure gas is precooled and then throttled; the colder low-pressure stream can pass through a heat exchanger to cool incoming gas, enabling successive cycles to reach lower temperatures and, under suitable conditions, liquefy part of the stream. The degree of cooling depends on fluid composition and operating state. Throttling also occurs in ordinary pressure regulators and pipelines, where the temperature change may need to be included in engineering calculations rather than treated as a useful cooling effect.
Key facts
- Definition
- A temperature change accompanying a pressure change at constant enthalpy, characteristic of throttling in real fluids.
- Coefficient
- μJT = (∂T/∂p)H; its sign determines whether a pressure decrease tends to cool or warm the fluid.
- Ideal gas
- An ideal gas has zero Joule–Thomson temperature change in an isenthalpic throttling process.
- Inversion curve
- The coefficient is zero on the inversion curve and changes sign across its boundary.
- Use
- The effect is applied in throttling-based gas refrigeration and liquefaction systems.
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References
- 1.Joule-Thompson Throttling
Richard Fitzpatrick, University of Texas at Austin · other · reliability: unverified · retrieved 30 October 2026
Supports: Derives the constant-enthalpy condition for throttling, contrasts ideal and real gases, and explains how inversion conditions govern heating or cooling.
- 2.Real Gases - Joule-Thomson Expansion
Chemistry LibreTexts · other · reliability: unverified · retrieved 30 October 2026
Supports: Defines the Joule–Thomson coefficient as the constant-enthalpy temperature derivative with respect to pressure and identifies Joule–Kelvin as an alternate name.
- 3.Basics of Joule–Thomson Liquefaction and JT Cooling
Journal of Low Temperature Physics, Springer Nature · other · reliability: unverified · retrieved 30 October 2026
Supports: Open-access scholarly review describing Joule–Thomson cooler and liquefier operation, including nitrogen liquefaction and helium cooling examples.
- 4.Calculation of Joule-Thomson and isentropic expansion coefficients for two-phase mixtures
Science and Technology for Energy Transition · other · reliability: unverified · retrieved 30 October 2026
Supports: Peer-reviewed article defines the Joule–Thomson coefficient under isenthalpic conditions, explains its sign and inversion curve, and discusses its role in refrigeration and fluid systems.
References are suggested by the research engine and may be incomplete. Unverified URLs are omitted rather than guessed.
Article history
- Version 130 October 2026 · EditorCreated by Zapia