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Ru(SO3)3

Alexandria ALEX

Alex-ID: agm005994970 · 空间群: Cc (#9)

基础信息

化学式
Ru(SO3)3
Alex-ID
agm005994970
元素数
3
位点数
26
空间群
Cc (#9)
晶系
monoclinic
体积
371.14
ų
晶胞参数 a
7.7543
Å
晶胞参数 b
7.6324
Å
晶胞参数 c
8.2647
Å
α 角
72.99
°
β 角
62.02
°
γ 角
59.47
°

组成

元素组成(原子分数)
组成信息
化学式
Ru(SO3)3
Ru
2.00 · 7.7%
S
6.00 · 23.1%
O
18.00 · 69.2%

能量与稳定性

凸包上方能量
0.0741
eV/atom
形成能
-1.6210
eV/atom
校正后总能量
-174.7113
eV
原始总能量
-158.0893
eV

电子结构

间接带隙
1.1722
eV
直接带隙
1.1887
eV
费米能级态密度
-0.0158
总磁矩
0.1129
μB

其他信息

原型 ID

AB3C9_394_spg9

分解产物

RuSO5 SO2

计算时间

2023-08-10 09:13:54.273299

引用参考

Alexandria 官方页面
https://alexandria.icams.rub.de/
参考引用

The crystal structure and related material properties of this entry were obtained from the Alexandria database (Alex-ID: agm005994970).

文献引用

Th. Cavignac, J. Schmidt, P.-P. De Breuck, A. Loew, T. F. T. Cerqueira, H.-C. Wang, A. Bochkarev, Y. Lysogorskiy, A. H. Romero, R. Drautz, S. Botti and M. A. L. Marques. AI-Driven expansion and application of the Alexandria database. J. Phys. Mater. 9, 025014 (2026). https://doi.org/10.1088/2515-7639/ae6620

BibTeX
@article{Cavignac2026Alexandria,
  author  = {Cavignac, Th{\'e}o and Schmidt, Jonathan and De Breuck, Pierre-Paul and Loew, Antoine
             and Cerqueira, Tiago F. T. and Wang, Hai-Chen and Bochkarev, Anton
             and Lysogorskiy, Yury and Romero, Aldo H. and Drautz, Ralf and Botti, Silvana
             and Marques, Miguel A. L.},
  title   = {{AI}-Driven expansion and application of the {A}lexandria database},
  journal = {Journal of Physics: Materials},
  year    = {2026},
  volume  = {9},
  number  = {2},
  pages   = {025014},
  doi     = {10.1088/2515-7639/ae6620},
  url     = {https://doi.org/10.1088/2515-7639/ae6620}
}

晶体结构 3D 渲染

加载 3D 结构...

样式: Ball & Stick
原始 CIF 数据
# CIF generated by HEAS from Alexandria entry agm005994970
data_agm005994970
_cell_length_a     7.75434
_cell_length_b     7.63243
_cell_length_c     8.26470
_cell_angle_alpha  72.98748
_cell_angle_beta   62.02234
_cell_angle_gamma  59.46978
_cell_volume       371.13959
_symmetry_space_group_name_H-M 'P 1'
_symmetry_Int_Tables_number 1
loop_
_symmetry_equiv_pos_as_xyz
  'x, y, z'
loop_
_atom_site_label
_atom_site_type_symbol
_atom_site_fract_x
_atom_site_fract_y
_atom_site_fract_z
_atom_site_occupancy
  Ru1 Ru 0.96393 0.51793 0.02350 1.00000
  Ru2 Ru 0.49463 0.01793 0.52350 1.00000
  S1 S 0.83858 0.57344 0.65837 1.00000
  S2 S 0.92961 0.07344 0.15837 1.00000
  S3 S 0.05574 0.92314 0.81282 1.00000
  S4 S 0.20830 0.42313 0.31282 1.00000
  S5 S 0.46638 0.19087 0.75716 1.00000
  S6 S 0.58558 0.69087 0.25717 1.00000
  O1 O 0.27501 0.20694 0.39215 1.00000
  O2 O 0.12589 0.70694 0.89215 1.00000
  O3 O 0.26625 0.28867 0.92211 1.00000
  O4 O 0.52298 0.78867 0.42211 1.00000
  O5 O 0.23427 0.97846 0.75050 1.00000
  O6 O 0.03677 0.47845 0.25050 1.00000
  O7 O 0.67111 0.79708 0.07183 1.00000
  O8 O 0.45998 0.29708 0.57183 1.00000
  O9 O 0.79035 0.99223 0.31845 1.00000
  O10 O 0.89899 0.49222 0.81845 1.00000
  O11 O 0.69680 0.79451 0.66612 1.00000
  O12 O 0.84257 0.29452 0.16612 1.00000
  O13 O 0.38058 0.47933 0.19518 1.00000
  O14 O 0.94490 0.97933 0.69519 1.00000
  O15 O 0.77320 0.45018 0.62130 1.00000
  O16 O 0.15533 0.95018 0.12130 1.00000
  O17 O 0.87420 0.06473 0.98833 1.00000
  O18 O 0.07273 0.56473 0.48833 1.00000
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