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We reconsider the basic building blocks of classical phenomenological thermodynamics.
Untersuchung über die Grundlagen der Thermodynamik
C. Carathéodory · 1909
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The Theory of Heat Radiation
M. Planck · 1914
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Statistical Thermodynamics: A version of Statistical Mechanics for Students of Physics and Chemistry
R. Fowler and E.A. Guggenheim · 1939
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The Concept of Temperature
A.R. Miller · 1952
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E. Fermi · 1956
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L.A. Turner · 1961
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The Feynman Lectures on Physics
R.P. Feynman, B. Leighton, and L. Sands · 1963
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Temperature and Carathéodory’s Treatment of Thermodynamics
L.A. Turner · 1963
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Mathematical Foundations of Thermodynamics
R. Giles · 1964
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H.A. Buchdahl · 1966
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M.W. Zemansky · 1968
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Thermodynamics and the Kinetic Theory of Gases
W. Pauli · 1973
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D. Home · 1977
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The concept of temperature and its dependence on the laws of thermodynamics
P. Ehrlich · 1981
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The zeroth law of thermodynamics
R.M. Helsdon · 1982
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Zeroth law of thermodynamics
D.G. Clayton and R.M. Helsdon · 1982
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Equilibrium Thermodynamics
C.J. Adkins · 1983
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The physics and mathematics of the second law of thermodynamics
E.H. Lieb and J. Yngvason · 1999
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The Mathematical Structure of the Second Law of Thermodynamics
E.H. Lieb and J. Yngvason · 2002
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Further Remarks on the Zeroth Law
L.A. Turner · 2005
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Status of the Fundamental Laws of Thermodynamics, 2006
W.K. Salem and J. Fröhlich · 2006
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On the foundations of thermodynamics, 2007
A. Neumaier · 2007
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Fluctuation theorems: Work is not an observable
Peter Talkner, Eric Lutz, and Peter Hänggi · 2007
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On the redundancy of the zeroth law of thermodynamics
H.A. Buchdahl · 1986
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On H Buchdahl’s project of a thermodynamics without empirical temperature as a primitive concept
J. Walter · 1989
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Reply to comment by J Walter on ‘On the redundancy of the zeroth law of thermodynamics’
H.A. Buchdahl · 1989
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Über die bewegende Kraft der Wärme und die Gesetze, welche sich daraus füür die Wärmelehre selbst ableiten lassen
R. Clausius
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Über die mechanische Theorie der Wärme
W.G. Rankine
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A. Thess · 2011
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Catalytic Coherence
Johan Åberg · 2014
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No-Go Theorem for the Characterization of Work Fluctuations in Coherent Quantum Systems
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