Temperature transforms as a Lorentz invariant under special relativity
the verdict
CONTESTED
the evidence cuts both ways
confidence 34/100
The relativistic transformation of temperature remains a subject of ongoing debate in physics, with competing theoretical formulations arguing whether temperature is Lorentz invariant, covariant, or lacks a universal transformation altogether.
The evidence we hold leans evenly split
How this was weighed
official record 3x · fact-check 2x · hedged 1x · crowd & reference 1x
Relativistic State Functions from a Time Dilation Perspectiv · peer-reviewed · supports · weight 1.05 · 2021
Application of analytical thermodynamics: relativistic trans · peer-reviewed · supports · weight 1.05 · 2005
Entropy of Relativistic Mono-Atomic Gas and Temperature Rela · peer-reviewed · refutes · weight 1.3 · 2007
Tsallis Distribution as a Λ-Deformation of the Maxwell-Jüttn · peer-reviewed · refutes · weight 1.05 · 2024
Evidence for · 2
Relativistic State Functions from a Time Dilation Perspective
2021 · cited by 4
Paper [4] formulates Lorentz transformations of state functions and proves that temperature is Lorentz invariant.
Evidence against · 2
Entropy of Relativistic Mono-Atomic Gas and Temperature Relativistic Transformation in Thermodynamics
2007 · cited by 13
Paper [0] argues that there is no universal relativistic temperature transformation because entropy conservation fails under Planck-Einstein-like scaling.
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More for · 1
Application of analytical thermodynamics: relativistic transformation of temperature in equilibrium thermodynamics
2005 · cited by 1
Paper [9] derives the relativistic temperature transformation matching the classical formulation where temperature scales with the Lorentz factor.
More against · 1
Tsallis Distribution as a Λ-Deformation of the Maxwell-Jüttner Distribution.
2024 · cited by 1
Paper [7] notes that there is currently no widely accepted consensus regarding a consistent thermodynamic framework within special relativity.