     The Physics of Gas Temperature in the Vortex Tube To understand the governing physical laws of vortex tubes, we need to first understand gas temperature.  What is static temperature? Gas temperature is measured with thermometer, when at rest with respect to the gas. This is the temperature, thermodynamic temperature or static temperature of the gas Ts. What is total temperature? Total temperature T of gas is introduced for the more general case of moving gas and stationary thermometer: T is known as total temperature or stagnation temperature. What is the definition of total temperature? The meaning of this definition is: When moving gas is brought to rest adiabatically, its static temperature rises by c2/(2cp), where c is the velocity of the initially moving gas, before it was forced to stop; cp is the isobaric heat capacity of the gas. This value of the static temperature is called "total" or "stagnation" temperature, because it is a result of the initial static temperature while the gas was still moving plus its rise after the gas was forced to stop adiabatically. How does one measure total temperature? There is no thermometer that can measure total temperature. Thermometers are designed to measure static, or thermodynamic temperature only. Total temperature is an effective temperature; it is a sum of entities that have units of temperature. It is important to understand the difference between static temperature Ts and total temperature T of gas. This is crucial knowledge in the understanding of the vortex tube effect. Is static temperature frame-dependent? By definition, the static temperature Ts is the same in all frames of reference Is total temperature frame-dependent? Yes, it is.  The total temperature T is not the same in all inertial frames of reference, as it depends on the velocity of the gas c. The information contained in this site is based on the following research articles written by Jeliazko G Polihronov and collaborators: “Thermodynamics of Angular Propulsion” “Vortex Tube Effect Without Walls” “Angular Propulsion - The Rotational Analog of Rocket Motion” “On the Thermodynamics of Angular Propulsion", Proceedings of the 10th International Conference on HEFAT, 14-16 July 2014, Orlando (2014). Questions about this site? Email Jeliazko G. Polihronov at:  [Home] [History] [Temperature] [Euler's Turbine Equation] [Propulsion] [E=mc²] [No Walls]