Information card for entry 1566989
| Formula |
C15.23 H28.13 Cu1.07 N4.3 |
| Calculated formula |
C15.228 H28.128 Cu1.0715 N4.302 |
| Title of publication |
Chemical Control of Spin-Lattice Relaxation to Create a Room Temperature Molecular Qubit |
| Authors of publication |
Amdur, Moses J.; Mullin, Kathleen; Waters, Michael; Puggioni, Danilo; Wojnar, Michael; Gu, Mingqiang; Sun, Lei; Oyala, Paul; Rondinelli, James; Freedman, Danna |
| Journal of publication |
Chemical Science |
| Year of publication |
2022 |
| a |
11.819 ± 0.002 Å |
| b |
12.632 ± 0.002 Å |
| c |
10.1183 ± 0.0016 Å |
| α |
90° |
| β |
90° |
| γ |
90° |
| Cell volume |
1510.6 ± 0.4 Å3 |
| Cell temperature |
99.93 K |
| Ambient diffraction temperature |
99.93 K |
| Number of distinct elements |
4 |
| Space group number |
60 |
| Hermann-Mauguin space group symbol |
P b c n |
| Hall space group symbol |
-P 2n 2ab |
| Residual factor for all reflections |
0.0497 |
| Residual factor for significantly intense reflections |
0.0311 |
| Weighted residual factors for significantly intense reflections |
0.0729 |
| Weighted residual factors for all reflections included in the refinement |
0.0804 |
| Goodness-of-fit parameter for all reflections included in the refinement |
1.038 |
| Diffraction radiation wavelength |
0.71073 Å |
| Diffraction radiation type |
MoKα |
| Has coordinates |
Yes |
| Has disorder |
Yes |
| Has Fobs |
No |
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https://www.crystallography.net/1566989.html