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October 11, 2025Advanced Theory and Simulations4 citationsOpen Access

First‐Principles Investigation of the T‐ and M‐Centers in Silicon Using Meta‐GGA Functionals

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PFPetros‐Panagis FilippatosNKNavaratnarajah KuganathanACA. Chroneos

Key Points

  • The study demonstrates that quantum defects in silicon show promise for use in quantum communication applications, enhancing their relevance in the field.
  • The results for the T-center align well with previous findings using hybrid functional approaches, reinforcing meta-GGA methods' accuracy.
  • Characterization of the newly explored M-center reveals advantageous quantum optical properties, expanding the potential for spin-photon interfacing.
  • Both defects arise from a bound exciton configuration, with calculated metrics such as the zero-phonon line and zero-field splitting providing crucial insights.

Abstract

Abstract Quantum defects in silicon (Si), particularly the T‐center, have emerged as a promising spin‐photon interface and single‐photon emitter for quantum communication applications, due to their telecom‐compatible emission and favorable spin coherent properties. Recent advances have enabled the detailed characterization of these centers in Si, and the discovery of quantum defects in Si is especially important due to their high processability and compatibility with current technologies. Here, a systematic study of the T‐center and, more importantly, an unexplored related defect, the M‐center, is presented using density functional theory (DFT) with the meta‐GGA functional r 2 SCAN. For the already studied T‐center, the findings against the established hybrid functional HSE06 results are extensively discussed. The calculations on the T‐center demonstrate excellent agreement with the HSE06, reinforcing the efficiency of meta‐GGA approaches for accurate defect characterization in Si. Moreover, the M‐center is introduced and characterized, revealing promising quantum optical properties. Both centers are found to arise from a bound exciton configuration, and for this process the zero‐phonon line (ZPL) and the zero‐field splitting (ZFS) are calculated.

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Cite This Study

Filippatos et al. (2025) studied this question.

synapsesocial.com/papers/68e9b2e4ba7d64b6fc1330c7https://doi.org/10.1002/adts.202501468
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