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    Spectator-transition crosstalk in a spin-3/2 silicon-vacancy qudit in silicon carbide revealed by broadband Ramsey interferometry

    Jun-Jae Choi1,*, Seung-Jae Hwang1,*, Seoyoung Paik1, Juhwan Kim2, Jawad Ul-Hassan3, Nguyen Tien Son3, Hiroshi Abe4, Takeshi Ohshima4,5, Jaekwon Suk6 et al.

    Hyeon-Ho Jeong2, Dong-Hee Kim1, and Sang-Yun Lee1,†

    • *These authors contributed equally.
    • †Contact author: sangyunlee@gist.ac.kr

    Phys. Rev. Applied 26, 034030 – Published 15 September, 2026

    DOI: https://doi.org/10.1103/qjsy-1m59

    Abstract

    Color-center spins in 4H-SiC offer a rare combination of wafer-scale materials maturity with long spin coherence and chip-level photonics, making them promising building blocks for scalable quantum technologies. In particular, the silicon vacancy hosts an S=3/2 ground state, a native qudit that enables compact encodings and subspace-selective control but also introduces spectator transitions: short, detuned pulses can coherently drive nonaddressed level pairs and create crosstalk. Here we use broadband Ramsey interferometry to reveal and quantify such spectator-transition crosstalk. Experimentally, the Ramsey Fourier spectra display multiple lines beyond the addressed single-quantum transition. Analytically, we map each line to a pairwise energy difference between qudit levels of the rotating-frame Hamiltonian and assign its weight via compact amplitudes set by the prepared state and the microwave pulse parameters, predicting a deterministic six-branch structure. Numerical time-domain propagation with the experimental sampling reproduces the detuning map, and the measured peak positions coincide with the analytic branch lines without frequency fitting. Together these results provide a practical, spectator-aware framework for multilevel control in the silicon-vacancy qudit. The approach offers clear guidance to suppress crosstalk or, conversely, to exploit spectator lines, e.g., as additional constraints for in situ pulse calibration and for phase-sensitive quantum state and process estimation.

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