quantifies irreversibility in thermodynamic processes. It's always non-negative, with zero for reversible processes and positive for irreversible ones. Understanding generation helps assess process efficiency and identify areas for improvement.
Calculating entropy generation involves rates, temperatures, and system entropy changes. Factors like heat transfer, , , and contribute to entropy generation. Minimizing entropy generation reduces and improves system efficiency in real-world applications.
Entropy Generation and Irreversibility
Entropy generation and irreversibility
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Entropy generation quantifies entropy produced within a system during a process due to irreversibilities caused by friction, heat transfer through a finite temperature difference, mixing, and chemical reactions
states entropy generation is always non-negative for any real process
Reversible processes have zero entropy generation
Irreversible processes always have positive entropy generation
Entropy generation measures the irreversibility of a process greater entropy generation indicates a more
Calculation of entropy generation
Entropy generation for a process calculated using the equation: S˙gen=∑TQ˙−dtdS
S˙gen represents the
Q˙ represents the heat transfer rate
T represents the at which the heat transfer occurs
dtdS represents the rate of change of entropy of the system
For a closed system undergoing a process, entropy generation calculated as: Sgen=ΔStotal−TQ
ΔStotal represents the of the system and its surroundings
Q represents the heat transfer between the system and its surroundings
T represents the absolute temperature at which the heat transfer occurs
In the case of an (no heat transfer), entropy generation equals the change in entropy of the system: Sgen=ΔSsystem
Factors in entropy generation
Heat transfer through a finite temperature difference
Entropy generated when heat transferred between two reservoirs at different temperatures (hot reservoir and cold reservoir)
Entropy generation proportional to heat transfer and inversely proportional to temperature at which transfer occurs
Friction in moving parts
Friction converts mechanical work into heat, increasing system entropy
Entropy generation due to friction proportional to work lost to friction and inversely proportional to absolute temperature
Mixing of fluids
Entropy generated when two or more fluids mix due to irreversible nature of mixing process (oil and water)
Entropy generation depends on fluid properties and mixing process
Chemical reactions
Chemical reactions can generate entropy due to irreversible nature of reaction (combustion)
Entropy generation depends on extent of reaction and temperature at which it occurs
Lost work from irreversibility
Lost work represents the difference between maximum theoretical work obtainable from a process and actual work obtained
Maximum theoretical work obtainable if process were reversible
Actual work always less than maximum theoretical work due to irreversibilities
Lost work directly related to entropy generation of the process: Wlost=T0⋅Sgen
T0 represents the absolute temperature of the surroundings
Sgen represents the entropy generation of the process
Presence of lost work reduces system efficiency
Greater lost work leads to lower system efficiency ()
Minimizing entropy generation helps reduce lost work and improve system efficiency
In real-world systems, important to identify and minimize sources of irreversibility to maximize efficiency and minimize lost work (power plants, refrigerators)