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The Dancing Skyrmion: How a Topological Vortex Connects Spin Memory and a Superconducting Processor

Original: "Tripartite hybrid quantum systems: Skyrmion-mediated quantum interactions between single NV centers and superconducting qubits"
· Xue-Feng Pan, Peng-Bo Li
arXiv:2505.00266v1 · 2025-05-01 · CC BY 4.0 · ⏱ 2 min · Quantum Physics Mesoscale
The gyration mode of a magnetic skyrmion acts as a quantum mediator, allowing nitrogen-vacancy centers and superconducting qubits to exchange information on a single chip.
Abstract

Nitrogen-vacancy (NV) centers in diamond and superconducting qubits are promising solid-state quantum systems, but creating controlled interfaces between them remains a challenge. A hybrid quantum system is proposed, where an NV center and a superconducting qubit are placed near a magnetic skyrmion in a thin disk. It is shown that the skyrmion's quantized gyration mode provides strong magnetic coupling (both coherent and dissipative) between the qubits. This enables coherent information transfer and nonreciprocal responses at the single-quantum level with high tunability. The platform represents a scalable approach to quantum protocols, integrating spin memory, superconducting microwave circuits, and topologically protected magnetic excitations.

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Context

The main challenge of hybrid quantum architectures is linking superconducting qubits, which process information, with solid-state spins that store it. Direct coupling is vanishingly small, and intermediate magnons are incompatible in scale. This work offers an elegant solution via a topological skyrmion, whose gyration mode is equally accessible to both an atomic-scale defect and a macroscopic circuit. It's an example of integrating cutting-edge quantum information concepts with nanophysics, rooted in the work of Erwin Schrödinger.

Methods

The researchers developed a complete theory of the tripartite system, combining the Belavin–Polyakov analytical model for the magnetic texture, quantization of collective coordinates, and magnetic field calculations via a tensorial Green's function. A key step was computing the magnetic flux through the transmon's SQUID, generated by the mode. Micromagnetic simulations in OOMMF verified the mode frequency of 0.95 GHz and its spatial structure. The quantum nature of the interaction is underscored by the skyrmion's zero-point fluctuation radius of just 0.5 Å.

Results

Calculations show that with modest parameters, the coupling between the mode and qubits reaches strong coupling at 12.5 MHz for the NV center and 5 MHz for the transmon. Virtual exchange of excitations yields an effective coherent coupling between NV and transmon of 0.5 MHz, surpassing typical decoherence rates (intrinsic loss ~10 kHz). When the mode's dissipation dominates, the system enters a directional transfer regime, demonstrating controlled nonreciprocity.

Implications

This demonstrated interface offers a concrete path to quantum computers with separate memory and logic modules. Nonreciprocity enables the construction of quantum noise isolators, and the topological nature of the skyrmion promises robustness against defects. It brings us closer to realizing David Deutsch's vision of universal quantum computing and complements experiments by Alain Aspect on quantum correlations. The platform is also suitable for generating entangled states between distant qubits.

Future development

Experiments on insulating magnets like Cu2OSeO3 at millikelvin temperatures are expected to reach strong coupling within the next few years. Skyrmion chains could serve as quantum data buses. Advances in quantum acoustics will allow the addition of mechanical resonators, further expanding the capabilities of quantum networks.

Impact

This technology will impact quantum computing, quantum memory, quantum sensing, and hybrid microwave-optical interfaces.

Next steps

Immediate next experiments include measuring the mode spectrum via ferromagnetic resonance in the presence of a single NV center, and performing quantum tomography to confirm entanglement between the mode and qubits.

Key open problems

This work directly addresses the scalability of quantum systems—a problem sharply articulated by David Deutsch and still a key challenge. Overcoming decoherence through topological protection extends the line of quantum error correction and complements recent experiments by Alain Aspect exploring quantum nonlocality.

🎯 The skyrmion is named after British physicist Tony Skyrme, who predicted particle-like solutions in nuclear physics in the 1960s. Today, magnetic skyrmions are seen as 'racetracks' for ultra-dense memory: one bit per skyrmion, mere tens of atoms across.

🎬 The concept of a quantum interface using topological patterns echoes the idea of 'world lines' and stable vortices in Greg Egan's novel 'Diaspora', where computations run on topological defects in higher-dimensional matter.

\hat{H}_{\text{eff}} = \Lambda_{\text{NT}} (\hat{\sigma}_{+} \hat{\sigma}_{T}^{-} + \hat{\sigma}_{T}^{+} \hat{\sigma}_{-})
Exchange interaction with strength Λ_NT
\Lambda_{\text{SN}} = \frac{\gamma_e \mu_0 M_S r_c}{4R} \mathcal{F}_{\text{SN}}
Depends on the gyromagnetic ratio, magnetization, zero-point fluctuation radius, and a geometric factor

Key numbers

  • Skyrmion-NV coupling strength: 12.5 MHz
  • Skyrmion-transmon coupling strength: 5.05 MHz
  • Effective NV-transmon coupling: 0.5 MHz
  • Gyration mode frequency: 0.95 GHz
  • Disk radius: 100 nm
Scientists
Erwin SchrödingerHugh Everett IIINiels BohrPascual JordanWerner HeisenbergWolfgang Pauli
Tags
quantum information superconductivity electromagnetism quantum computer quantum decoherence quantum measurement superposition quantum entanglement
Laws
Schrödinger equationHeisenberg uncertainty principlePauli exclusion principleHawking radiationPlanck–Einstein relationsuperposition principle
Original: arXiv:2505.00266v1 · CC BY 4.0 · bridge42worlds