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Theory of Thermodynamic Measurements of Quantum Systems Far from Equilibrium (Hardcover, 1st ed. 2019)
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Theory of Thermodynamic Measurements of Quantum Systems Far from Equilibrium (Hardcover, 1st ed. 2019)
Series: Springer Theses
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This thesis presents several related advances in the field of
nonequilibrium quantum thermodynamics. The central result is an
ingenious proof that the local temperature and voltage measurement
in a nonequilibrium system of fermions exists and is unique,
placing the concept of local temperature on a rigorous mathematical
footing for the first time. As an intermediate step, a proof of the
positivity of the Onsager matrix of linear response theory is given
-- a statement of the second law of thermodynamics that had lacked
an independent proof for 85 years. A new experimental method to
measure the local temperature of an electron system using purely
electrical techniques is also proposed, which could enable
improvements to the spatial resolution of thermometry by several
orders of magnitude. Finally, a new mathematically-exact definition
for the local entropy of a quantum system in a nonequilibrium
steady state is derived. Several different measures of the local
entropy are discussed, relating to the thermodynamics of processes
that a local observer with varying degrees of information about the
microstates of the system could carry out, and it is shown that
they satisfy a hierarchy of inequalities. Proofs of the third law
of thermodynamics for generic open quantum systems are presented,
taking into account the entropic contribution due to localized
states. Appropriately normalized (per-state) local entropies are
defined and are used to quantify the departure from local
equilibrium.
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