Gas liquefaction methods — the Claude process In cryogenic engineering, the Claude process for gas liquefaction is distinguished by the inclusion of which key step in addition to heat exchange?
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AMerely compressing the gas above its critical pressure
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BJoule–Thomson expansion cooling only
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CHeat exchange with a colder return stream only
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DAdiabatic expansion against a piston or in an expansion turbine
Answer
Correct Answer: Adiabatic expansion against a piston or in an expansion turbine
Explanation
Introduction / Context:Liquefaction processes use combinations of compression, heat exchange, and expansion to lower a gas temperature below its saturation temperature. The Claude process is a foundational cycle in cryogenics.
Given Data / Assumptions:
- The question contrasts different cooling/expansion steps.
- We assume idealized descriptions of Linde vs Claude cycles.
Concept / Approach:The Linde cycle relies primarily on isenthalpic (Joule–Thomson) throttling after regenerative precooling. The Claude cycle adds a work-producing, near-isentropic (adiabatic) expansion in an expander (piston or turbine). This additional adiabatic expansion yields larger temperature drops, improving liquefaction efficiency.
Step-by-Step Solution:Identify the hallmark of Claude: expansion turbine/piston allowing external work.Recognize that mere compression above critical pressure is insufficient for liquefaction.Joule–Thomson only describes Linde-style throttling, not uniquely Claude.Thus, the correct distinguishing step is adiabatic expansion in an expander.
Verification / Alternative check:Process schematics show the Claude expander branch delivering work and deeper cooling before JT valve, enhancing liquid yield.
Why Other Options Are Wrong:
- Merely compressing above critical pressure does not ensure liquefaction upon cooling.
- Joule–Thomson only: not unique to Claude; also less efficient at high temperatures.
- Heat exchange only: necessary but not the defining feature.
Common Pitfalls:
- Equating all liquefaction cycles; ignoring the role of isentropic expansion work.
Final Answer:Adiabatic expansion against a piston or in an expansion turbine