Supersaturated expansion of steam through the nozzle results in:
increase in entropy and increase in dryness fraction
Supersaturated expansion is a non-equilibrium process that can occur when steam expands rapidly through a nozzle. Normally, when steam expands and its temperature drops below the saturation temperature corresponding to its pressure, some of it should condense into water. However, in a very fast expansion, the condensation process doesn't happen immediately at the equilibrium point. The steam remains in a metastable state, meaning it exists as vapor even when it's technically below the saturation temperature.
Expansion through a nozzle is ideally considered an isentropic (constant entropy) process if it's reversible and adiabatic. However, supersaturated expansion is inherently an irreversible process. Here's why:
Irreversibility always leads to an increase in entropy. Therefore, supersaturated expansion of steam through a nozzle results in an increase in entropy compared to an ideal, reversible isentropic expansion between the same pressure limits.
Dryness fraction refers to the mass fraction of vapor in a mixture of liquid and vapor. In a typical equilibrium expansion into the wet region, the dryness fraction decreases as condensation occurs. During supersaturated expansion:
The key effect mentioned in the correct option is an "increase in dryness fraction". This is understood by comparing the state reached after supersaturated expansion to the state that would be reached by an equilibrium expansion to the same pressure. Because condensation is delayed or suppressed in the supersaturated process, the amount of liquid formed is less than what would be formed in an equilibrium expansion. This results in a higher proportion of vapor, hence an increase in dryness fraction compared to the equilibrium dryness fraction at the same final pressure.
In summary, supersaturated expansion through a nozzle is an irreversible process where steam expands rapidly without immediate condensation. This non-equilibrium behavior leads to:
Therefore, supersaturated expansion of steam through the nozzle results in an increase in entropy and increase in dryness fraction.
In supersonic section of nozzle of accelerating flow the area along flow direction
The smallest section of a nozzle is known as the:
In a nozzle, steam is flowing. If the back pressure is equal to the critical pressure, the mass flow rate of steam is :
Mach number greater than unity implies that the flow is
Which of the following will be the result after the application of nozzle?