Abstract

Study and design of magneto-optically active single point defects in semiconductors are rapidly growing fields due to their potential in quantum bit (qubit) and single photon emitter applications. Detailed understanding of the properties of candidate defects is essential for these applications, and requires the identification of the defects microscopic configuration and electronic structure. In multi-component semiconductors point defects often exhibit several non-equivalent configurations of similar but different characteristics. The most relevant example of such point defect is the divacancy in silicon carbide, where some of the non-equivalent configurations implement room temperature qubits. Here, we identify four different configurations of the divacancy in 4H–SiC via the comparison of experimental measurements and results of first-principle calculations. In order to accomplish this challenging task, we carry out an exhaustive numerical accuracy investigation of zero-phonon line and hyperfine coupling parameter calculations. Based on these results, we discuss the possibility of systematic quantum bit search.

Highlights

  • The physics of semiconductor point defects is of outstanding importance for controlling their optical and electrical properties [1, 2].The study of point defect properties is a field of much active interest due to recent discoveries of numerous magnetically and optically active defect centers that can act as a single photon source [3,4,5,6,7] or a quantum bit [8,9,10]

  • We cannot decide if the HSE06 or the PBE functionals perform better in non-equivalent configuration identification based on zero-phonon photoluminescence (ZPL) energies

  • Due to the non-local nature of HSE06 functional, it may provide a better description of the decaying region of the defect states with the rest of the defect states that can positively affect the predicted order of the ZPL energies

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Summary

15 February 2018

Original content from this work may be used under the terms of the Creative Commons Attribution 3.0 licence. Joel Davidsson1 , Viktor Ivády1,2 , Rickard Armiento1 , N T Son1 , Adam Gali2,3 and Igor A Abrikosov1,4 Any further distribution of Keywords: point defects, zero-phonon line, hyperfine field, DFT, convergence, SiC this work must maintain attribution to the author(s) and the title of the work, journal citation and DOI.

Introduction
Divacancy in SiC
Methodology
Accurate point defect calculations
Identification of divacancy related zero-phonon lines in 4H–SiC
Findings
Summary

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