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    Symmetry-protected superexchange yields long coherence times in silicon rare-earth spin qubits

    Michael Abu-Omar1, Eric Helgemo2, Mohamad Niknam3, Robert N. Schwartz4, Susumu Takahashi5, Aniruddha Chakraborty6, Jayasimha Atulasimha6,7, and Louis-S. Bouchard1,*

    • *Contact author: lsbouchard@ucla.edu

    Phys. Rev. B 113, 174440 – Published 28 May, 2026

    DOI: https://doi.org/10.1103/8kv8-v2nq

    Abstract

    Rare-earth dopants in silicon offer a direct photonic interface for quantum networking, yet their deployment in dense, scalable arrays is hindered by decoherence arising from magnetic dipolar and exchange interactions between neighboring spins. Here we propose a symmetry-protected superexchange design in which local ligand symmetry is engineered to suppress the dominant decoherence channel from anisotropic exchange in the regime where the unsigned short-range exchange scale exceeds the dipolar background. Focusing on erbium-doped silicon with oxygen bridges, we decompose the exchange interaction into its irreducible representation—scalar, Dzyaloshinskii–Moriya (DM), and symmetric anisotropy—and identify a crossover regime at subnanometer separations where this unsigned short-range exchange diagnostic exceeds the dipolar background. We demonstrate that inversion-symmetric oxygen motifs strictly forbid the antisymmetric DM vector and constrain the symmetric tensor, effectively decoupling isotropic exchange from noise-generating anisotropic terms. A perturbative treatment of superexchange, benchmarked against first-principles calculations, reveals that optimized symmetric geometries retain substantially higher RB fidelity than asymmetric configurations—for example, the protected two-spin benchmark remains near 0.97–0.98 after 50 gates, whereas symmetry-broken cases fall to roughly 0.6—while the weaker magnetic dipolar background remains as a residual noise source. Furthermore, statistical modeling indicates finite projected protected-motif probabilities under implantation-scale placement disorder, providing a practical route to high-density, optically addressable quantum registers.

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