Nernst unattainability principle

E700592

The Nernst unattainability principle is a formulation of the third law of thermodynamics stating that it is impossible to reach absolute zero temperature in a finite number of physical processes.

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Statements (31)

Predicate Object
instanceOf formulation of the third law of thermodynamics ⓘ
thermodynamic principle ⓘ
appliesTo irreversible processes ⓘ
macroscopic thermodynamic systems ⓘ
reversible processes ⓘ
assumes validity of classical thermodynamics near absolute zero ⓘ
concerns absolute zero temperature ⓘ
low-temperature thermodynamics ⓘ
constrains design of cryogenic systems ⓘ
design of refrigeration cycles ⓘ
hasAlternativeName unattainability formulation of the third law ⓘ
unattainability principle ⓘ
hasConsequence cooling rate must go to zero as temperature approaches absolute zero ⓘ
infinite number of steps would be required to reach absolute zero ⓘ
infinite time would be required to reach absolute zero ⓘ
implies absolute zero temperature is unattainable in practice ⓘ
influenced development of low-temperature physics ⓘ
formulation of quantum statistical mechanics at low temperatures ⓘ
isPartOf third law of thermodynamics ⓘ
isRelatedTo Nernst heat theorem ⓘ
cooling processes ⓘ
cryogenics ⓘ
entropy at absolute zero ⓘ
motivated experimental investigations of low-temperature behavior of matter ⓘ
namedAfter Walther Nernst ⓘ
relatesTo third law of thermodynamics ⓘ
states it is impossible to reach absolute zero temperature in a finite number of processes ⓘ
no finite sequence of thermodynamic operations can reduce a system’s temperature to absolute zero ⓘ
supports stability of the third law of thermodynamics ⓘ
usedIn analysis of low-temperature limits of physical processes ⓘ
thermodynamic proofs of the third law ⓘ

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Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.

third law of thermodynamics → relatedTo → Nernst unattainability principle ⓘ
Nernst unattainability principle → hasAlternativeName → unattainability principle ⓘ
linked to: Nernst unattainability principle