Classical thermodynamics, heat transfer Definition
Joule–Thomson effect
Builds on EnthalpyAdiabatic processIrreversible processHeat capacityThermal expansion coefficientIdeal gasPartial derivative
Definition
Let a fluid flow steadily through a throttle, such as a valve or a porous plug, from pressure to pressure . Assume that the flow is adiabatic, that no shaft work is done, and that the changes of kinetic and potential energy are negligible. Then the specific enthalpy is the same before and after the throttle, ; this irreversible process is the Joule–Thomson expansion. The Joule–Thomson effect is the resulting change of temperature, and the Joule–Thomson coefficient is the partial derivative
Remarks
A positive means the fluid cools on expansion, a negative one that it warms. The states where form the inversion curve in the plane. From and a Maxwell relation one gets where is the heat capacity at constant pressure and the thermal expansion coefficient.
Example: for a van der Waals gas at low pressure, per mole, so it cools below the inversion temperature and warms above it.
Non-example: for an ideal gas, , so and . Since its enthalpy depends only on temperature, constant enthalpy means constant temperature, and there is no effect.
Reading path
To understand this page from the ground up, read these 12 pages in order. The foundations come first.
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- no evidence level
- Adiabatic process concept
- Enthalpy concept
- Euclidean space object
- Function concept
- Heat capacity concept
- Ideal gas concept
- Irreversible process concept
- Thermal expansion coefficient concept
- Function of several variables concept
- Limit of a function of several variables concept
- Partial derivative definition
- Joule–Thomson effect definition
Further reading
About this page
| Tag | TWJ602ABBD |
|---|---|
| URI | m2://TWJ602ABBD |
| Kind | definition |
| Writing | W0 stub |
| MSC | 80A10, 76N15 |
| Defines | Joule–Thomson effect |
| Uses | Enthalpy, Adiabatic process, Irreversible process, Heat capacity, Thermal expansion coefficient, Ideal gas, Partial derivative |
| Changed | 3 November 2026 |
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