An electronic Maxwell demon in the coherent strong-coupling regime
Gernot Schaller, Javier Cerrillo, Georg Engelhardt, Philipp Strasberg

TL;DR
This paper explores a quantum dot system with feedback control acting as a Maxwell demon, analyzing its behavior in strong coupling regimes and showing how measurement strength affects power generation and the demon interpretation.
Contribution
It extends the analysis of Maxwell demon-like feedback control to the strong-coupling regime using a fermionic reaction-coordinate mapping, revealing limitations of the demon interpretation.
Findings
Weak measurement allows feedback without transport blockade.
Strong coupling can require more energy than power produced.
Quantum Zeno effect suppresses transport under continuous measurement.
Abstract
We consider a feedback control loop rectifying particle transport through a single quantum dot that is coupled to two electronic leads. While monitoring the occupation of the dot, we apply conditional control operations by changing the tunneling rates between the dots and its reservoirs, which can be interpreted as the action of a Maxwell demon opening or closing a shutter. This can generate a current at equilibrium or even against a potential bias, producing electric power from information. While this interpretation is well-explored in the weak-coupling limit, we can address the strong-coupling regime with a fermionic reaction-coordinate mapping, which maps the system into a serial triple quantum dot coupled to two leads. There, we find that a continuous projective measurement of the central dot would lead to a complete suppression of electronic transport due to the quantum Zeno…
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