Point Group D8h

Results for Point Group D_8h

**Characters of representations for molecular motions**
Motion	E	2C₈	2C₄	2(C₈)³	C₂	4C'₂	4C''₂	i	2(S₈)³	2S₄	2S₈	σ_h	4σ_v	4σ_d
Cartesian 3N	99	2.414	1	-0.414	-1	-1	-1	-3	-2.414	-1	0.414	1	9	1
Translation (x,y,z)	3	2.414	1	-0.414	-1	-1	-1	-3	-2.414	-1	0.414	1	1	1
Rotation (R_x,R_y,R_z)	3	2.414	1	-0.414	-1	-1	-1	3	2.414	1	-0.414	-1	-1	-1
Vibration	93	-2.414	-1	0.414	1	1	1	-3	-2.414	-1	0.414	1	9	1

**Decomposition to irreducible representations**
Motion	A_1g	A_2g	B_1g	B_2g	E_1g	E_2g	E_3g	A_1u	A_2u	B_1u	B_2u	E_1u	E_2u	E_3u	Total
Cartesian 3N	4	2	4	2	6	6	6	2	5	2	4	7	6	6	62
Translation (x,y,z)	0	0	0	0	0	0	0	0	1	0	0	1	0	0	2
Rotation (R_x,R_y,R_z)	0	1	0	0	1	0	0	0	0	0	0	0	0	0	2
Vibration	4	1	4	2	5	6	6	2	4	2	4	6	6	6	58

**Molecular parameter**
Number of Atoms (N)	33
Number of internal coordinates	93
Number of independant internal coordinates	4
Number of vibrational modes	58

Force field analysis

**Allowed / forbidden vibronational transitions**
Operator	A_1g	A_2g	B_1g	B_2g	E_1g	E_2g	E_3g	A_1u	A_2u	B_1u	B_2u	E_1u	E_2u	E_3u	Total
Linear (IR)	4	1	4	2	5	6	6	2	4	2	4	6	6	6	10 / 48
Quadratic (Raman)	4	1	4	2	5	6	6	2	4	2	4	6	6	6	15 / 43
IR + Raman	- - - -	1	4	2	- - - -	- - - -	6	2	- - - -	2	4	- - - -	6	6	0^* / 33

* Parity Mutual Exclusion Principle

Characters of force fields
(Symmetric powers of vibration representation)
Force field	E	2C₈	2C₄	2(C₈)³	C₂	4C'₂	4C''₂	i	2(S₈)³	2S₄	2S₈	σ_h	4σ_v	4σ_d
linear	93	-2.414	-1	0.414	1	1	1	-3	-2.414	-1	0.414	1	9	1
quadratic	4.371	2.414	1	-0.414	47	47	47	51	2.414	1	-0.414	47	87	47
cubic	138.415	-1.000	-1	-1.000	47	47	47	-145	-1.000	-1	-1.000	47	543	47
quartic	3.321.960	-0.000	24	-0.000	1.128	1.128	1.128	1.320	0.000	24	0.000	1.128	3.288	1.128
quintic	64.446.024	0.000	-24	0.000	1.128	1.128	1.128	-3.576	-0.000	-24	0.000	1.128	16.344	1.128
sextic	1.052.618.392	-0.000	24	-0.000	18.424	18.424	18.424	23.128	0.000	24	0.000	18.424	77.672	18.424

Decomposition to irreducible representations
Column with number of nonvanshing force constants highlighted
Force field	A_1g	A_2g	B_1g	B_2g	E_1g	E_2g	E_3g	A_1u	A_2u	B_1u	B_2u	E_1u	E_2u	E_3u
linear	4	1	4	2	5	6	6	2	4	2	4	6	6	6
quadratic	170	113	146	136	271	282	270	130	140	130	140	270	270	270
cubic	4.409	4.238	4.386	4.262	8.636	8.648	8.636	4.268	4.392	4.268	4.392	8.660	8.660	8.660
quartic	104.760	103.092	104.196	103.656	207.564	207.840	207.564	103.500	104.040	103.500	104.040	207.540	207.540	207.540
quintic	2.016.360	2.011.428	2.015.796	2.011.992	4.027.512	4.027.800	4.027.512	2.012.148	2.015.952	2.012.148	2.015.952	4.028.100	4.028.100	4.028.100
sextic	32.912.820	32.879.584	32.903.608	32.888.796	65.787.792	65.792.392	65.787.792	32.886.196	32.901.008	32.886.196	32.901.008	65.787.204	65.787.204	65.787.204

Contributions to nonvanishing force field constants

pos(X) : Position of irreducible representation (irrep) X in character table of D_8h

Subtotal: <Number of nonvanishing force constants in subsection> / <number of nonzero irrep combinations in subsection> / <number of irrep combinations in subsection>
Total: <Number of nonvanishing force constants in force field> / <number of nonzero irrep combinations in force field> / <number of irrep combinations in force field>

**Contributions to nonvanishing quadratic force field constants**
Irrep combinations (i,i) with indices: pos(A_1g) ≤ i ≤ pos(E_3u)
..10.	A_1gA_1g.	..1.	A_2gA_2g.	..10.	B_1gB_1g.	..3.	B_2gB_2g.	..15.	E_1gE_1g.	..21.	E_2gE_2g.	..21.	E_3gE_3g.	..3.	A_1uA_1u.	..10.	A_2uA_2u.	..3.	B_1uB_1u.
..10.	B_2uB_2u.	..21.	E_1uE_1u.	..21.	E_2uE_2u.	..21.	E_3uE_3u.
Subtotal: 170 / 14 / 14
Irrep combinations (i,j) with indices: pos(A_1g) ≤ i ≤ j ≤ pos(E_3u)
Subtotal: 0 / 0 / 91
Total: 170 / 14 / 105

**Contributions to nonvanishing cubic force field constants**
Irrep combinations (i,i,i) with indices: pos(A_1g) ≤ i ≤ pos(E_3u)
..20.	A_1gA_1gA_1g.
Subtotal: 20 / 1 / 14
Irrep combinations (i,i,j) (i,j,j) with indices: pos(A_1g) ≤ i ≤ j ≤ pos(E_3u)
..90.	E_1gE_1gE_2g.	..4.	A_1gA_2gA_2g.	..40.	A_1gB_1gB_1g.	..12.	A_1gB_2gB_2g.	..60.	A_1gE_1gE_1g.	..84.	A_1gE_2gE_2g.	..84.	A_1gE_3gE_3g.	..12.	A_1gA_1uA_1u.	..40.	A_1gA_2uA_2u.	..12.	A_1gB_1uB_1u.
..40.	A_1gB_2uB_2u.	..84.	A_1gE_1uE_1u.	..84.	A_1gE_2uE_2u.	..84.	A_1gE_3uE_3u.	..10.	A_2gE_1gE_1g.	..15.	A_2gE_2gE_2g.	..15.	A_2gE_3gE_3g.	..15.	A_2gE_1uE_1u.	..15.	A_2gE_2uE_2u.	..15.	A_2gE_3uE_3u.
..84.	B_1gE_2gE_2g.	..84.	B_1gE_2uE_2u.	..42.	B_2gE_2gE_2g.	..42.	B_2gE_2uE_2u.	..126.	E_2gE_3gE_3g.	..126.	E_2gE_1uE_1u.	..126.	E_2gE_3uE_3u.
Subtotal: 1.445 / 27 / 182
Irrep combinations (i,j,k) with indices: pos(A_1g) ≤ i ≤ j ≤ k ≤ pos(E_3u)
..8.	A_2gB_1gB_2g.	..8.	A_2gA_1uA_2u.	..8.	A_2gB_1uB_2u.	..120.	B_1gE_1gE_3g.	..16.	B_1gA_1uB_1u.	..64.	B_1gA_2uB_2u.	..144.	B_1gE_1uE_3u.	..60.	B_2gE_1gE_3g.	..16.	B_2gA_1uB_2u.	..16.	B_2gA_2uB_1u.
..72.	B_2gE_1uE_3u.	..180.	E_1gE_2gE_3g.	..60.	E_1gA_1uE_1u.	..120.	E_1gA_2uE_1u.	..60.	E_1gB_1uE_3u.	..120.	E_1gB_2uE_3u.	..180.	E_1gE_1uE_2u.	..180.	E_1gE_2uE_3u.	..72.	E_2gA_1uE_2u.	..144.	E_2gA_2uE_2u.
..72.	E_2gB_1uE_2u.	..144.	E_2gB_2uE_2u.	..216.	E_2gE_1uE_3u.	..72.	E_3gA_1uE_3u.	..144.	E_3gA_2uE_3u.	..72.	E_3gB_1uE_1u.	..144.	E_3gB_2uE_1u.	..216.	E_3gE_1uE_2u.	..216.	E_3gE_2uE_3u.
Subtotal: 2.944 / 29 / 364
Total: 4.409 / 57 / 560

**Contributions to nonvanishing quartic force field constants**
Irrep combinations (i,i,i,i) with indices: pos(A_1g) ≤ i ≤ pos(E_3u)
..35.	A_1gA_1gA_1gA_1g.	..1.	A_2gA_2gA_2gA_2g.	..35.	B_1gB_1gB_1gB_1g.	..5.	B_2gB_2gB_2gB_2g.	..120.	E_1gE_1gE_1gE_1g.	..357.	E_2gE_2gE_2gE_2g.	..231.	E_3gE_3gE_3gE_3g.	..5.	A_1uA_1uA_1uA_1u.	..35.	A_2uA_2uA_2uA_2u.	..5.	B_1uB_1uB_1uB_1u.
..35.	B_2uB_2uB_2uB_2u.	..231.	E_1uE_1uE_1uE_1u.	..357.	E_2uE_2uE_2uE_2u.	..231.	E_3uE_3uE_3uE_3u.
Subtotal: 1.683 / 14 / 14
Irrep combinations (i,i,i,j) (i,j,j,j) with indices: pos(A_1g) ≤ i ≤ j ≤ pos(E_3u)
..210.	E_1gE_1gE_1gE_3g.	..336.	E_1uE_1uE_1uE_3u.	..280.	E_1gE_3gE_3gE_3g.	..336.	E_1uE_3uE_3uE_3u.
Subtotal: 1.162 / 4 / 182
Irrep combinations (i,i,j,j) with indices: pos(A_1g) ≤ i ≤ j ≤ pos(E_3u)
..10.	A_1gA_1gA_2gA_2g.	..100.	A_1gA_1gB_1gB_1g.	..30.	A_1gA_1gB_2gB_2g.	..150.	A_1gA_1gE_1gE_1g.	..210.	A_1gA_1gE_2gE_2g.	..210.	A_1gA_1gE_3gE_3g.	..30.	A_1gA_1gA_1uA_1u.	..100.	A_1gA_1gA_2uA_2u.	..30.	A_1gA_1gB_1uB_1u.	..100.	A_1gA_1gB_2uB_2u.
..210.	A_1gA_1gE_1uE_1u.	..210.	A_1gA_1gE_2uE_2u.	..210.	A_1gA_1gE_3uE_3u.	..10.	A_2gA_2gB_1gB_1g.	..3.	A_2gA_2gB_2gB_2g.	..15.	A_2gA_2gE_1gE_1g.	..21.	A_2gA_2gE_2gE_2g.	..21.	A_2gA_2gE_3gE_3g.	..3.	A_2gA_2gA_1uA_1u.	..10.	A_2gA_2gA_2uA_2u.
..3.	A_2gA_2gB_1uB_1u.	..10.	A_2gA_2gB_2uB_2u.	..21.	A_2gA_2gE_1uE_1u.	..21.	A_2gA_2gE_2uE_2u.	..21.	A_2gA_2gE_3uE_3u.	..30.	B_1gB_1gB_2gB_2g.	..150.	B_1gB_1gE_1gE_1g.	..210.	B_1gB_1gE_2gE_2g.	..210.	B_1gB_1gE_3gE_3g.	..30.	B_1gB_1gA_1uA_1u.
..100.	B_1gB_1gA_2uA_2u.	..30.	B_1gB_1gB_1uB_1u.	..100.	B_1gB_1gB_2uB_2u.	..210.	B_1gB_1gE_1uE_1u.	..210.	B_1gB_1gE_2uE_2u.	..210.	B_1gB_1gE_3uE_3u.	..45.	B_2gB_2gE_1gE_1g.	..63.	B_2gB_2gE_2gE_2g.	..63.	B_2gB_2gE_3gE_3g.	..9.	B_2gB_2gA_1uA_1u.
..30.	B_2gB_2gA_2uA_2u.	..9.	B_2gB_2gB_1uB_1u.	..30.	B_2gB_2gB_2uB_2u.	..63.	B_2gB_2gE_1uE_1u.	..63.	B_2gB_2gE_2uE_2u.	..63.	B_2gB_2gE_3uE_3u.	..465.	E_1gE_1gE_2gE_2g.	..780.	E_1gE_1gE_3gE_3g.	..45.	E_1gE_1gA_1uA_1u.	..150.	E_1gE_1gA_2uA_2u.
..45.	E_1gE_1gB_1uB_1u.	..150.	E_1gE_1gB_2uB_2u.	..780.	E_1gE_1gE_1uE_1u.	..465.	E_1gE_1gE_2uE_2u.	..780.	E_1gE_1gE_3uE_3u.	..666.	E_2gE_2gE_3gE_3g.	..63.	E_2gE_2gA_1uA_1u.	..210.	E_2gE_2gA_2uA_2u.	..63.	E_2gE_2gB_1uB_1u.	..210.	E_2gE_2gB_2uB_2u.
..666.	E_2gE_2gE_1uE_1u.	..1.548.	E_2gE_2gE_2uE_2u.	..666.	E_2gE_2gE_3uE_3u.	..63.	E_3gE_3gA_1uA_1u.	..210.	E_3gE_3gA_2uA_2u.	..63.	E_3gE_3gB_1uB_1u.	..210.	E_3gE_3gB_2uB_2u.	..1.107.	E_3gE_3gE_1uE_1u.	..666.	E_3gE_3gE_2uE_2u.	..1.107.	E_3gE_3gE_3uE_3u.
..30.	A_1uA_1uA_2uA_2u.	..9.	A_1uA_1uB_1uB_1u.	..30.	A_1uA_1uB_2uB_2u.	..63.	A_1uA_1uE_1uE_1u.	..63.	A_1uA_1uE_2uE_2u.	..63.	A_1uA_1uE_3uE_3u.	..30.	A_2uA_2uB_1uB_1u.	..100.	A_2uA_2uB_2uB_2u.	..210.	A_2uA_2uE_1uE_1u.	..210.	A_2uA_2uE_2uE_2u.
..210.	A_2uA_2uE_3uE_3u.	..30.	B_1uB_1uB_2uB_2u.	..63.	B_1uB_1uE_1uE_1u.	..63.	B_1uB_1uE_2uE_2u.	..63.	B_1uB_1uE_3uE_3u.	..210.	B_2uB_2uE_1uE_1u.	..210.	B_2uB_2uE_2uE_2u.	..210.	B_2uB_2uE_3uE_3u.	..666.	E_1uE_1uE_2uE_2u.	..1.107.	E_1uE_1uE_3uE_3u.
..666.	E_2uE_2uE_3uE_3u.
Subtotal: 19.171 / 91 / 91
Irrep combinations (i,i,j,k) (i,j,j,k) (i,j,k,k) with indices: pos(A_1g) ≤ i ≤ j ≤ k ≤ pos(E_3u)
..80.	E_1gE_1gA_1uA_2u.	..180.	E_1gE_1gA_1uE_2u.	..360.	E_1gE_1gA_2uE_2u.	..80.	E_1gE_1gB_1uB_2u.	..180.	E_1gE_1gB_1uE_2u.	..360.	E_1gE_1gB_2uE_2u.	..540.	E_1gE_1gE_1uE_3u.	..120.	E_2gE_2gA_1uA_2u.	..84.	E_2gE_2gA_1uB_1u.	..168.	E_2gE_2gA_1uB_2u.
..168.	E_2gE_2gA_2uB_1u.	..336.	E_2gE_2gA_2uB_2u.	..120.	E_2gE_2gB_1uB_2u.	..1.512.	E_2gE_2gE_1uE_3u.	..120.	E_3gE_3gA_1uA_2u.	..252.	E_3gE_3gA_1uE_2u.	..504.	E_3gE_3gA_2uE_2u.	..120.	E_3gE_3gB_1uB_2u.	..252.	E_3gE_3gB_1uE_2u.	..504.	E_3gE_3gB_2uE_2u.
..756.	E_3gE_3gE_1uE_3u.	..360.	A_1gE_1gE_1gE_2g.	..90.	A_2gE_1gE_1gE_2g.	..360.	B_1gE_1gE_1gE_2g.	..180.	B_2gE_1gE_1gE_2g.	..1.260.	E_1gE_2gE_2gE_3g.	..252.	A_1uE_1uE_1uE_2u.	..504.	A_2uE_1uE_1uE_2u.	..252.	B_1uE_1uE_1uE_2u.	..504.	B_2uE_1uE_1uE_2u.
..1.512.	E_1uE_2uE_2uE_3u.	..40.	A_1gA_2gE_1gE_1g.	..60.	A_1gA_2gE_2gE_2g.	..60.	A_1gA_2gE_3gE_3g.	..60.	A_1gA_2gE_1uE_1u.	..60.	A_1gA_2gE_2uE_2u.	..60.	A_1gA_2gE_3uE_3u.	..336.	A_1gB_1gE_2gE_2g.	..336.	A_1gB_1gE_2uE_2u.	..168.	A_1gB_2gE_2gE_2g.
..168.	A_1gB_2gE_2uE_2u.	..504.	A_1gE_2gE_3gE_3g.	..504.	A_1gE_2gE_1uE_1u.	..504.	A_1gE_2gE_3uE_3u.	..84.	A_2gB_1gE_2gE_2g.	..84.	A_2gB_1gE_2uE_2u.	..42.	A_2gB_2gE_2gE_2g.	..42.	A_2gB_2gE_2uE_2u.	..126.	A_2gE_2gE_3gE_3g.	..126.	A_2gE_2gE_1uE_1u.
..126.	A_2gE_2gE_3uE_3u.	..80.	B_1gB_2gE_1gE_1g.	..120.	B_1gB_2gE_2gE_2g.	..120.	B_1gB_2gE_3gE_3g.	..120.	B_1gB_2gE_1uE_1u.	..120.	B_1gB_2gE_2uE_2u.	..120.	B_1gB_2gE_3uE_3u.	..504.	B_1gE_2gE_3gE_3g.	..504.	B_1gE_2gE_1uE_1u.	..504.	B_1gE_2gE_3uE_3u.
..252.	B_2gE_2gE_3gE_3g.	..252.	B_2gE_2gE_1uE_1u.	..252.	B_2gE_2gE_3uE_3u.	..630.	E_1gE_3gE_1uE_1u.	..1.260.	E_1gE_3gE_2uE_2u.	..630.	E_1gE_3gE_3uE_3u.	..120.	A_1uA_2uE_1uE_1u.	..120.	A_1uA_2uE_2uE_2u.	..120.	A_1uA_2uE_3uE_3u.	..84.	A_1uB_1uE_2uE_2u.
..168.	A_1uB_2uE_2uE_2u.	..252.	A_1uE_2uE_3uE_3u.	..168.	A_2uB_1uE_2uE_2u.	..336.	A_2uB_2uE_2uE_2u.	..504.	A_2uE_2uE_3uE_3u.	..120.	B_1uB_2uE_1uE_1u.	..120.	B_1uB_2uE_2uE_2u.	..120.	B_1uB_2uE_3uE_3u.	..252.	B_1uE_2uE_3uE_3u.	..504.	B_2uE_2uE_3uE_3u.
Subtotal: 24.016 / 80 / 1.092
Irrep combinations (i,j,k,l) with indices: pos(A_1g) ≤ i ≤ j ≤ k ≤ l ≤ pos(E_3u)
..32.	A_1gA_2gB_1gB_2g.	..32.	A_1gA_2gA_1uA_2u.	..32.	A_1gA_2gB_1uB_2u.	..480.	A_1gB_1gE_1gE_3g.	..64.	A_1gB_1gA_1uB_1u.	..256.	A_1gB_1gA_2uB_2u.	..576.	A_1gB_1gE_1uE_3u.	..240.	A_1gB_2gE_1gE_3g.	..64.	A_1gB_2gA_1uB_2u.	..64.	A_1gB_2gA_2uB_1u.
..288.	A_1gB_2gE_1uE_3u.	..720.	A_1gE_1gE_2gE_3g.	..240.	A_1gE_1gA_1uE_1u.	..480.	A_1gE_1gA_2uE_1u.	..240.	A_1gE_1gB_1uE_3u.	..480.	A_1gE_1gB_2uE_3u.	..720.	A_1gE_1gE_1uE_2u.	..720.	A_1gE_1gE_2uE_3u.	..288.	A_1gE_2gA_1uE_2u.	..576.	A_1gE_2gA_2uE_2u.
..288.	A_1gE_2gB_1uE_2u.	..576.	A_1gE_2gB_2uE_2u.	..864.	A_1gE_2gE_1uE_3u.	..288.	A_1gE_3gA_1uE_3u.	..576.	A_1gE_3gA_2uE_3u.	..288.	A_1gE_3gB_1uE_1u.	..576.	A_1gE_3gB_2uE_1u.	..864.	A_1gE_3gE_1uE_2u.	..864.	A_1gE_3gE_2uE_3u.	..120.	A_2gB_1gE_1gE_3g.
..32.	A_2gB_1gA_1uB_2u.	..32.	A_2gB_1gA_2uB_1u.	..144.	A_2gB_1gE_1uE_3u.	..60.	A_2gB_2gE_1gE_3g.	..8.	A_2gB_2gA_1uB_1u.	..32.	A_2gB_2gA_2uB_2u.	..72.	A_2gB_2gE_1uE_3u.	..180.	A_2gE_1gE_2gE_3g.	..60.	A_2gE_1gA_1uE_1u.	..120.	A_2gE_1gA_2uE_1u.
..60.	A_2gE_1gB_1uE_3u.	..120.	A_2gE_1gB_2uE_3u.	..180.	A_2gE_1gE_1uE_2u.	..180.	A_2gE_1gE_2uE_3u.	..72.	A_2gE_2gA_1uE_2u.	..144.	A_2gE_2gA_2uE_2u.	..72.	A_2gE_2gB_1uE_2u.	..144.	A_2gE_2gB_2uE_2u.	..216.	A_2gE_2gE_1uE_3u.	..72.	A_2gE_3gA_1uE_3u.
..144.	A_2gE_3gA_2uE_3u.	..72.	A_2gE_3gB_1uE_1u.	..144.	A_2gE_3gB_2uE_1u.	..216.	A_2gE_3gE_1uE_2u.	..216.	A_2gE_3gE_2uE_3u.	..64.	B_1gB_2gA_1uA_2u.	..64.	B_1gB_2gB_1uB_2u.	..720.	B_1gE_1gE_2gE_3g.	..240.	B_1gE_1gA_1uE_3u.	..480.	B_1gE_1gA_2uE_3u.
..240.	B_1gE_1gB_1uE_1u.	..480.	B_1gE_1gB_2uE_1u.	..720.	B_1gE_1gE_1uE_2u.	..720.	B_1gE_1gE_2uE_3u.	..288.	B_1gE_2gA_1uE_2u.	..576.	B_1gE_2gA_2uE_2u.	..288.	B_1gE_2gB_1uE_2u.	..576.	B_1gE_2gB_2uE_2u.	..864.	B_1gE_2gE_1uE_3u.	..288.	B_1gE_3gA_1uE_1u.
..576.	B_1gE_3gA_2uE_1u.	..288.	B_1gE_3gB_1uE_3u.	..576.	B_1gE_3gB_2uE_3u.	..864.	B_1gE_3gE_1uE_2u.	..864.	B_1gE_3gE_2uE_3u.	..360.	B_2gE_1gE_2gE_3g.	..120.	B_2gE_1gA_1uE_3u.	..240.	B_2gE_1gA_2uE_3u.	..120.	B_2gE_1gB_1uE_1u.	..240.	B_2gE_1gB_2uE_1u.
..360.	B_2gE_1gE_1uE_2u.	..360.	B_2gE_1gE_2uE_3u.	..144.	B_2gE_2gA_1uE_2u.	..288.	B_2gE_2gA_2uE_2u.	..144.	B_2gE_2gB_1uE_2u.	..288.	B_2gE_2gB_2uE_2u.	..432.	B_2gE_2gE_1uE_3u.	..144.	B_2gE_3gA_1uE_1u.	..288.	B_2gE_3gA_2uE_1u.	..144.	B_2gE_3gB_1uE_3u.
..288.	B_2gE_3gB_2uE_3u.	..432.	B_2gE_3gE_1uE_2u.	..432.	B_2gE_3gE_2uE_3u.	..360.	E_1gE_2gA_1uE_1u.	..360.	E_1gE_2gA_1uE_3u.	..720.	E_1gE_2gA_2uE_1u.	..720.	E_1gE_2gA_2uE_3u.	..360.	E_1gE_2gB_1uE_1u.	..360.	E_1gE_2gB_1uE_3u.	..720.	E_1gE_2gB_2uE_1u.
..720.	E_1gE_2gB_2uE_3u.	..2.160.	E_1gE_2gE_1uE_2u.	..2.160.	E_1gE_2gE_2uE_3u.	..120.	E_1gE_3gA_1uB_1u.	..240.	E_1gE_3gA_1uB_2u.	..360.	E_1gE_3gA_1uE_2u.	..240.	E_1gE_3gA_2uB_1u.	..480.	E_1gE_3gA_2uB_2u.	..720.	E_1gE_3gA_2uE_2u.	..360.	E_1gE_3gB_1uE_2u.
..720.	E_1gE_3gB_2uE_2u.	..3.240.	E_1gE_3gE_1uE_3u.	..432.	E_2gE_3gA_1uE_1u.	..432.	E_2gE_3gA_1uE_3u.	..864.	E_2gE_3gA_2uE_1u.	..864.	E_2gE_3gA_2uE_3u.	..432.	E_2gE_3gB_1uE_1u.	..432.	E_2gE_3gB_1uE_3u.	..864.	E_2gE_3gB_2uE_1u.	..864.	E_2gE_3gB_2uE_3u.
..2.592.	E_2gE_3gE_1uE_2u.	..2.592.	E_2gE_3gE_2uE_3u.	..64.	A_1uA_2uB_1uB_2u.	..144.	A_1uB_1uE_1uE_3u.	..288.	A_1uB_2uE_1uE_3u.	..432.	A_1uE_1uE_2uE_3u.	..288.	A_2uB_1uE_1uE_3u.	..576.	A_2uB_2uE_1uE_3u.	..864.	A_2uE_1uE_2uE_3u.	..432.	B_1uE_1uE_2uE_3u.
..864.	B_2uE_1uE_2uE_3u.
Subtotal: 58.728 / 131 / 1.001
Total: 104.760 / 320 / 2.380

Calculate contributions to

Last update November, 13^th 2023 by A. Gelessus, Impressum, Datenschutzerklärung/DataPrivacyStatement

Results for Point Group D8h

Force field analysis

Further Reading

Contributions to nonvanishing force field constants

Calculate contributions to

Results for Point Group D_8h