Research paper
Computational DFTComputed PhononComputed PLTheoretical| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Calculated Phonon Mode Frequency | imaginary phonon mode | 70.4meV | — | |||
| Calculated Band Gap | Fermi-energy stability window lower bound | 2.09eV | — | |||
| Calculated Band Gap | Fermi-energy stability window upper bound | 2.83eV | — | |||
| Calculated Pl Peak | ZPL | 2.76eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor | 2.57 | — | |||
| Calculated Pl Peak | ZPL range | 1.75-1.45eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor range | 1.39-2.11 | — | |||
| Calculated Pl Peak | ZPL | 4.1eV | — | |||
| Calculated Pl Peak | ZPL trend with separation | ultraviolet-to-blue | — | |||
| Calculated Pl Peak | ZPL range | 1.72-2.19eV | — | |||
| Calc. Raman | Azz hyperfine constant of 13C | 842MHz | — | |||
| Calculated Peak Width | ODMR linewidth | 69MHz | — | |||
| Calculated Peak Width | experimental ODMR linewidth for comparison | 16MHz | — |
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Calculated Phonon Mode Frequency | imaginary phonon mode | 70.4meV | — | |||
| Calculated Band Gap | Fermi-energy stability window lower bound | 2.09eV | — | |||
| Calculated Band Gap | Fermi-energy stability window upper bound | 2.83eV | — | |||
| Calculated Pl Peak | ZPL | 2.76eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor | 2.57 | — | |||
| Calculated Pl Peak | ZPL range | 1.75-1.45eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor range | 1.39-2.11 | — | |||
| Calculated Pl Peak | ZPL | 4.1eV | — | |||
| Calculated Pl Peak | ZPL trend with separation | ultraviolet-to-blue | — | |||
| Calculated Pl Peak | ZPL range | 1.72-2.19eV | — | |||
| Calc. Raman | Azz hyperfine constant of 13C | 842MHz | — | |||
| Calculated Peak Width | ODMR linewidth | 69MHz | — | |||
| Calculated Peak Width | experimental ODMR linewidth for comparison | 16MHz | — |
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Calculated Phonon Mode Frequency | imaginary phonon mode | 70.4meV | — | |||
| Calculated Band Gap | Fermi-energy stability window lower bound | 2.09eV | — | |||
| Calculated Band Gap | Fermi-energy stability window upper bound | 2.83eV | — | |||
| Calculated Pl Peak | ZPL | 2.76eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor | 2.57 | — | |||
| Calculated Pl Peak | ZPL range | 1.75-1.45eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor range | 1.39-2.11 | — | |||
| Calculated Pl Peak | ZPL | 4.1eV | — | |||
| Calculated Pl Peak | ZPL trend with separation | ultraviolet-to-blue | — | |||
| Calculated Pl Peak | ZPL range | 1.72-2.19eV | — | |||
| Calc. Raman | Azz hyperfine constant of 13C | 842MHz | — | |||
| Calculated Peak Width | ODMR linewidth | 69MHz | — | |||
| Calculated Peak Width | experimental ODMR linewidth for comparison | 16MHz | — |
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Calculated Phonon Mode Frequency | imaginary phonon mode | 70.4meV | — | |||
| Calculated Band Gap | Fermi-energy stability window lower bound | 2.09eV | — | |||
| Calculated Band Gap | Fermi-energy stability window upper bound | 2.83eV | — | |||
| Calculated Pl Peak | ZPL | 2.76eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor | 2.57 | — | |||
| Calculated Pl Peak | ZPL range | 1.75-1.45eV | — | |||
| Calculated Pl Peak Shift | Huang-Rhys factor range | 1.39-2.11 | — | |||
| Calculated Pl Peak | ZPL | 4.1eV | — | |||
| Calculated Pl Peak | ZPL trend with separation | ultraviolet-to-blue | — | |||
| Calculated Pl Peak | ZPL range | 1.72-2.19eV | — | |||
| Calc. Raman | Azz hyperfine constant of 13C | 842MHz | — | |||
| Calculated Peak Width | ODMR linewidth | 69MHz | — | |||
| Calculated Peak Width | experimental ODMR linewidth for comparison | 16MHz | — |