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This study demonstrates a field-free method to achieve the superconducting diode effect by using spatio-temporal driving of chemical potential to generate synthetic gauge fields, eliminating the need for external magnetic fields. The protocol successfully breaks time-reversal symmetry in a helical Shiba chain, enabling tunable rectification that persists even without exchange coupling and reaches approximately 50% efficiency in topological phases. This approach offers a novel pathway for designing compact, switchable superconducting diodes without relying on Zeeman fields or physical magnetic sources.
From Traveling Waves to Synthetic Gauge Fields: A Field-Free Route to Superconducting Diode Effect
arXiv:2610.29865v1 Announce Type: cross Abstract: The superconducting diode effect requires the forward and reverse bias currents to differ, a scenario achieved via inversion and time-reversal symmetries broken together. The latter, and the more crucial one, is inevitably achieved by a magnetic field. Here, we show that a spatio-temporally driven chemical potential of the form, $\mu_j(t)=\mu+V\cos(\omega t+\kd j)$, achieves both at once. Applied to a helical Shiba chain, the drive transmutes a traveling Peierls phase via generating an odd-in-momentum term, equivalent to an imaginary next-nearest-neighbour Haldane-like hopping in real space. Remarkably, the protocol is spin-blind, which renders the time-reversal breaking via a synthetic gauge flux rather than an effective Zeeman field. The rectification is odd in the drive wavevector, with exact zeros at $\kd=n\pi$ and an analytical optimum at $\kd=2\pi/3$. It is however, even in the exchange coupling, $J$ and persists even at $J=0$. Furthermore, the rectification scales inversely with the pair-breaking gap, yielding approximately $50\%$ rectification in the topological phase and $10\%$ in the trivial phase. Symmetry breaking is thus drive-controlled, allowing it to be switched on, tuned, and reversed without an external magnetic field.
Abstract:The superconducting diode effect requires the forward and reverse bias currents to differ, a scenario achieved via inversion and time-reversal symmetries broken together. The latter, and the more crucial one, is inevitably achieved by a magnetic field. Here, we show that a spatio-temporally driven chemical potential of the form, $\mu_j(t)=\mu+V\cos(\omega t+\kd j)$, achieves both at once. Applied to a helical Shiba chain, the drive transmutes a traveling Peierls phase via generating an odd-in-momentum term, equivalent to an imaginary next-nearest-neighbour Haldane-like hopping in real space. Remarkably, the protocol is spin-blind, which renders the time-reversal breaking via a synthetic gauge flux rather than an effective Zeeman field. The rectification is odd in the drive wavevector, with exact zeros at $\kd=n\pi$ and an analytical optimum at $\kd=2\pi/3$. It is however, even in the exchange coupling, $J$ and persists even at $J=0$. Furthermore, the rectification scales inversely with the pair-breaking gap, yielding approximately $50\%$ rectification in the topological phase and $10\%$ in the trivial phase. Symmetry breaking is thus drive-controlled, allowing it to be switched on, tuned, and reversed without an external magnetic field.
Mesoscale and Nanoscale Physics (cond-mat.mes-hall); Other Condensed Matter (cond-mat.other); Quantum Physics (quant-ph)
arXiv:2610.29865 [cond-mat.mes-hall]
(or arXiv:2610.29865v1 [cond-mat.mes-hall] for this version)
https://doi.org/10.48550/arXiv.2610.29865 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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