sensing

Acoustic-phonon-driven spin-lattice relaxation of the hBN boron vacancy in the sub-THz regime

Curator's Take

This article delivers the first fully ab‑initio description of spin‑lattice relaxation in the hBN boron‑vacancy qubit, showing that a single acoustic flexural phonon—unique to two‑dimensional crystals—dominates T₁ decay via direct one‑phonon processes resonant with the Zeeman splitting. By reproducing the experimentally observed non‑monotonic magnetic‑field and temperature trends without fitting parameters, it provides a concrete microscopic target for engineering longer coherence times through strain control or substrate design. The insight bridges the gap between 2D defect sensing platforms and the broader quest to tame phonon‑induced decoherence that limits solid‑state qubits such as NV centers in diamond.

— Mark Eatherly

Summary

The negatively charged boron vacancy center in hexagonal boron nitride is a premier candidate for quantum sensing, yet its performance is critically limited by longitudinal spin-lattice relaxation time ($T_1$). A microscopic understanding of spin relaxation in the high magnetic field regime remains elusive, as the relevant Zeeman transitions lie far below the optical phonon energies typically invoked to describe the relaxation process. Here, we apply an \textit{ab initio} acoustic mode spin-phonon relaxation theory to this problem and quantitatively reproduce the experimental magnetic field and temperature dependence of $T_1$ without empirical fitting parameters. We demonstrate that the relaxation dynamics are driven by a direct one-phonon emission and absorption process resonant with the Zeeman splitting. Furthermore, we identify the out-of-plane flexural phonon branch which is unique to two-dimensional hosts, as the primary source of decoherence, creating a distinct low-energy spectral function that facilitates spin relaxation. Our results provide a microscopic interpretation of the experimentally observed non-monotonic field and temperature dependence in two-dimensional quantum defect centers.