BeginnerTopic 29 of 105Thermodynamics & Fluids
Irreversibility and lost work
Friction and heat transfer across a finite temperature difference destroy exergy.
In depth
Lost work W_lost=T₀S_gen. Sources: friction, unrestrained expansion, mixing, heat transfer over finite ΔT and chemical reactions. Reducing them (insulation, closer temperature approach, recuperation) improves performance.
Key points
- Gouy-Stodola theorem
- Reversible limit zero
- Compare components
ExampleA throttling valve destroys exergy though energy is conserved.
What is Irreversibility and lost work?
Friction and heat transfer across a finite temperature difference destroy exergy.
Why is it important to understand irreversibility and lost work?
Irreversibility is the source of lost work, and identifying it tells you where to make design changes that save energy.
What causes irreversibility?
Friction, unrestrained expansion, heat transfer across a finite temperature difference, and mixing of different substances.
How is lost work calculated?
It equals the ambient temperature times the entropy generated, which gives the work that could have been produced but was destroyed.
How is Irreversibility and lost work used in practice?
Typical applications include finding that a heat exchanger with a large temperature difference destroys most of the available work, reducing throttling losses in a steam system and identifying friction losses in a compressor as the main inefficiency.
What should I learn before Irreversibility and lost work?
Study "Exergy" first (topic 28 of 105 in Thermodynamics & Fluids). It covers the groundwork this topic builds on.
What are the key points of Irreversibility and lost work?
Gouy-Stodola theorem. Reversible limit zero. Compare components.
Can you give an example of Irreversibility and lost work?
A throttling valve destroys exergy though energy is conserved.
What comes after Irreversibility and lost work?
The next topic is "Otto cycle", which builds directly on this one.
How difficult is Irreversibility and lost work?
It is classed as Beginner in Thermodynamics & Fluids (topic 29 of 105). It is an entry-level topic. It relies only on basic school mathematics and the ideas introduced earlier in this discipline.