Determine point group





Number of atoms 8
Sum formula H6 B2
Molecular weight 28.07









Rotational Analysis
Rotational Constant A (GHz) 81.2285
Rotational Constant B (GHz) 18.6078
Rotational Constant C (GHz) 17.1311
Ray's asymmetry parameter -0.9539
Classification : Asymmetric top




Symmetry adapted cartesian coordinates
Atom Number Atomic Symbol Atomic Number x-Coordinate (Angstrom) y-Coordinate (Angstrom) z-Coordinate (Angstrom)
1 B 5 -0.868032 0.000000 0.000000
2 H 1 0.000000 0.981132 0.000000
3 H 1 0.000000 -0.981132 0.000000
4 B 5 0.868032 0.000000 0.000000
5 H 1 -1.463032 0.000000 1.030570
6 H 1 -1.463032 0.000000 -1.030570
7 H 1 1.463032 0.000000 -1.030570
8 H 1 1.463032 0.000000 1.030570









Determined point group D2h
Subgroups
(Number of different orientations)
Cs (3) , Ci , C2 (3) , D2 , C2v (3) , C2h (3)



3N representation
group E C2 (z) C2 (y) C2 (x) i (xy) (xz) (yz) -
D2h 24 0 -2 -2 0 4 6 2 Submit
Cs 24 - - - - 4 - - Submit
Cs 24 - - - - - 6 - Submit
Cs 24 - - - - - - 2 Submit
Ci 24 - - - 0 - - - Submit
C2 24 0 - - - - - - Submit
C2 24 - -2 - - - - - Submit
C2 24 - - -2 - - - - Submit
D2 24 0 -2 -2 - - - - Submit
C2v 24 0 - - - - 6 2 Submit
C2v 24 - -2 - - 4 - 2 Submit
C2v 24 - - -2 - 4 6 - Submit
C2h 24 0 - - 0 4 - - Submit
C2h 24 - -2 - 0 - 6 - Submit
C2h 24 - - -2 0 - - 2 Submit









Determine point group from cartesian coordinates Character tables for chemically important point groups Determine point group from internal coordinates