Quantum Enhancement of Information-Mediated Energy Transfer ✛ ✎ ✦

Original: "Quantum enhancement of information-mediated energy transfer"
arXiv:2606.27868 · 2026-06-26 · arXiv non-exclusive · independent analysis · 3 min
Collective quantum effects make it possible to amplify information flow in open quantum systems, creating a powerful and efficient Maxwell’s demon and enabling ultrafast charging of quantum batteries.

Context

In the thermodynamics of information, information flow is seen as a resource that allows us to bypass the limitations of the second law of thermodynamics. The classic Maxwell’s demon can create a heat flow from cold to hot, and its quantum counterparts have already been demonstrated in the lab. However, until now it remained unclear whether quantum coherence and collective interactions could boost information flow without a proportional increase in entropy production. This problem lies at the heart of quantum thermodynamics and open quantum systems.

Methods

The authors derived a short-time thermodynamic uncertainty relation linking information flow to partial entropy production and activity (the average frequency of quantum jumps). Building on this, they constructed a model of two N-fold degenerate subsystems collectively coupled to thermal reservoirs. Thanks to quantum coherence among collective states, activity scales as N² while entropy production remains of order one. This circumvents the usual current–dissipation trade-off. For the steady-state regime they used dissipative control, and for the non-steady case unitary evolution with an interaction Hamiltonian that does not commute with local energies. Two scenarios were explored: an autonomous Maxwell demon with two baths attached to one subsystem, and a quantum battery. Numerical simulations confirmed the analytical estimates.

Results

In the steady state, the Maxwell demon generated a reverse heat current that grew linearly with N, while the total entropy production stayed constant—the second law was never violated thanks to information redistribution between subsystems. Information flow reached O(N), while partial entropies remained O(1). In the non-steady case, collective entanglement sped up quantum battery charging: the charging time dropped to 1/N² and the average power grew as N². At the same time, the free-energy increase stayed finite. The effect arises from a quadratic boost of the unitary contribution to information flow, made possible by the spectral width of the collective interaction.

Implications

This work for the first time quantitatively connects collective enhancement of activity with a scalable advantage in information-thermodynamic devices. It sets new design principles for quantum information machines, where coherence and degenerate states serve as resources. It reshapes our view of the Maxwell demon paradox in the quantum world and opens the path to powerful, energy-efficient processors based on quantum thermodynamics.

Future development

The model can be generalized to many-body systems and finite times. An exciting prospect is experimental realization on platforms like superconducting qubits, ion traps, or quantum dots. Further study of non-Markovian effects and optimal entropy control protocols will bring the concept closer to practical quantum technologies. Autonomous heat engines that outperform their classical counterparts may become possible.

Impact

The findings will influence the design of quantum heat engines, energy-harvesting systems, and low-heat-dissipation quantum computers. They are also relevant for understanding non-equilibrium statistical physics and information processing in biological systems.

Next steps

Experimental verification of the predicted scalings in controllable quantum systems. Investigating the role of imperfections and decoherence to assess the practical reachability of the enhancement.

Key open problems

The article ties into fundamental questions about the nature of information as thermodynamic fuel and the limits of the second law of thermodynamics. It also touches on the scalability of quantum advantage in non-equilibrium systems and the link between entanglement and thermodynamic fluxes.

The knowledge machine's view

This section is addressed to the author of the paper and their colleagues. Neighbouring works were found by meaning-based search across our archive, not by word overlap. We do not review: we show the field around the work.

What the work does

This work derives a short-time thermodynamic uncertainty relation that links information flow to partial entropy production and activity. Based on it, a model of two N-fold degenerate subsystems collectively coupled to reservoirs is constructed, and it is shown that quantum coherence of collective states enhances activity proportionally to N² while entropy production remains O(1). Both a stationary Maxwell's demon and a non-stationary quantum battery are considered, and the analytical estimates are confirmed numerically.

Where its strength is

The strong point is the quantitative link between collective enhancement of activity and a scalable advantage in information-thermodynamic devices, offering a new design principle for quantum machines.

Where it could go next

Worth trying

  • Test whether the quadratic enhancement of activity persists when particles are partially distinguishable or when decoherence is present.
  • Consider a collective Maxwell's demon with a continuous spectrum (e.g., harmonic oscillators) and compare it with the discrete case.
  • Assess the impact of finite reservoir temperatures on the scaling of information flow.

Why this may matter

If the collective enhancement of information flow can be realized experimentally, it would pave the way for quantum batteries and refrigerators whose performance grows faster than linearly with the number of particles, potentially changing the scalability requirements for quantum thermodynamic devices.

The term “demon” was coined in 1871 by James Clerk Maxwell, but it was only in the 21st century that scientists really tamed this demon in quantum labs, and now it helps charge batteries at record speed!

|\dot{I}_X|^2 \le \frac{1}{2\beta_X^2} \dot{\sigma}_X A_X
The squared information flow is bounded by the product of partial entropy production and activity.

Key numbers

  • Information flow amplification: scales as N
  • Quantum battery charging speedup: scales as N²
  • Demon’s entropy production: O(1)
  • Collective transition activity: scales as N²
Scientists
Ludwig BoltzmannRudolf ClausiusJacob BekensteinDavid DeutschWilhelm WienRichard Feynman
Concepts
information spread information thermodynamics quantum heat transport heat engine quantum thermodynamics coupling thermal bath carnot limit joule per kelvin efficiency error propagation chemical potential enthalpy thermoelectric device heating data center charge qubit free energy thermal equilibrium ion trap qubit