Ratchet Universality and optimal suppression of shot noise in biharmonically-driven tunnel junctions

TL;DR

This paper explores how ratchet universality principles optimize diode efficiency, noise suppression, and nonclassical state production in biharmonically-driven tunnel junctions, with implications for quantum technologies.

Contribution

It demonstrates that ratchet universal driving fields maximize diode efficiency and noise reduction, providing a framework for optimal ratchet effect applications in quantum and superconducting devices.

Findings

Maximized diode efficiency and rectification range in superconducting tunnel-junctions.

Achieved optimal suppression of excess quantum noise.

Enabled efficient production of nonclassical photonic states.

Abstract

This Letter discusses two retrodictions of the law of ratchet universality which explain previous numerical and experimental results concerning the diode effect in conventional superconducting tunnel-junctions in one case, and controlled suppression of electron-hole pair generation in a tunnel junction in the other, both in the presence of biharmonic driving fields. Our study demonstrates that the ratchet universal driving field maximizes the diode's efficiency while yielding a maximal rectification range for the supercurrent, on the one hand, and optimally reduces the excess quantum noise with respect to the dc noise level, thus allowing for the efficient production of nonclassical photonic states. These results suggest that the ratchet universality law seems essential for any \textit{optimal} application of the ratchet effect, particularly in the contexts of superconducting integrated power electronics, electron quantum optics, and quantum computing.