Solution.
The Joule-Thomson effect is a phenomenon in which there is a change in the temperature of a gas or liquid under stationary adiabatic throttling. This process occurs when the gas flows slowly under the influence of a constant pressure drop through the porous partition.
Expression for Joule-Thomson coefficient:
"\\mu = \\frac{dT}{dP} = \\frac{T(\\frac{\\delta V}{\\delta T})p - V}{Cp}"
For an ideal gas, this expression is 0, and for a real gas, it is determined by the equation of state.
Answer:
The Joule-Thomson effect is a phenomenon in which there is a change in the temperature of a gas or liquid under stationary adiabatic throttling. This process occurs when the gas flows slowly under the influence of a constant pressure drop through the porous partition.
Expression for Joule-Thomson coefficient:
"\\mu = \\frac{dT}{dP} = \\frac{T(\\frac{\\delta V}{\\delta T})p - V}{Cp}"
For an ideal gas, this expression is 0, and for a real gas, it is determined by the equation of state.
Comments
Leave a comment