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. 2020 Oct 23;25(21):4908. doi: 10.3390/molecules25214908

Table 7.

Experimental (Exp.) and B3LYP/6-311++G(d,p) calculated (Calc.) infrared spectra of monomeric 2,6-dichlorobenzoic acid, and band assignments a.

Exp. Calculated Approximate Sym-
Gas Phase B3LYP Description b metry
ν ν I IR
3564 3660 86.1 ν(O–H) A′
3130 3141 1.0 ν(CH) +++ A′
n.obs. 3137 0.1 ν(CH) +0– A″
3073 3114 3.7 ν(CH) +–+ A′
1780 1779 330.5 ν(C=O) A′
1587 1587 33.6 ν(CC) +–++–+ A′
1567 1563 49.7 ν(CC) +0–+0– A″
1455 (?) 1436 5.2 ν(CC) +0– –0+, δ(CH) +0– A′
1434 1429 79.6 ν(CC) 0+00–0, δ(CH) +++ A″
1349/1297 c 1322 70.9 ν(C–O), δ(COH) A′
1266 1277 2.4 ν(CC) +–+–+– A″
1192 1193 25.0 δ(CH) +0+ A″
1192 1189 130.9 δ(COH), δ(ring) 1 A′
1159 1153 7.3 δ(CH) 0+0 A″
1127 1120 172.4 ν(C–O), δ(COH), ν(CCl2) sym, δ(CH) +0– A′
1090/1083 d 1073 9.1 ν(CCl2) sym A′
1047 1043 24.0 δ(ring)2 A′
n.obs. 967 1.0 γ(CH) +–+ A′
n.obs. 886 0.002 γ(CH) +0– A″
804 785 37.6 ν(CCl2) asym, γ(C=O) A″
786 768 26.5 ν(C-C), γ(CH) +++ A′
777 766 25.5 γ(CH) +++ A′
747/740 e 746 89.6 γ(C=O), ν(CCl2) asym A″
727 729 15.4 τ(ring)1 A′
650 641 35.8 δ(OCO) A′
582 597 71.7 τ(C-O) A″
n.obs. 567 0.3 τ(ring)2 A
n.i. 518 0.3 τ(ring)3 A″
n.i. 454 18.2 ν(C–C), ν(CCl2) sym A′
n.i. 432 1.6 δ(ring)3 A″
n.i. 382 0.3 γ(CCl2) sym A′
n.i. 376 2.9 δ(CCl2) asym A″
n.i. 313 0.5 δ(ring)4 A′
n.i. 195 0.001 γ(CCl2) asym A″
n.i. 185 0.01 δ(CCl2) sym A′
n.i. 164 2.9 γ(C-[CCC]) A′
n.i. 135 0.2 w(COOH) A″
n.i. 74 0.8 γ(COOH) A′
n.i. 38 2.1 τ(C–C) A″

a Wavenumbers (ν) in cm−1, calculated infrared intensities (IIR) in km·mol−1; n.obs., not observed; n.i., not investigated; ?, uncertain. b Approximate description was obtained using the vibrations animation module of Chemcraft [63]; ν, stretching; δ, bending; w, wagging; γ, rocking; τ, torsion; the symbols +, – and 0 placed in front of the ν(CC), ν(CH), δ(CH) and γ(CH) ring coordinates indicate the movement (distending, compressing, staying, respectively) of the related bonds, starting from that located ortho to the C=O bond of the carboxylic group and proceeding anti-clockwise through the ring. c Fermi interaction with 2 × δ(OCO). d Fermi interaction with τ(ring)2 + τ(ring)3. e Fermi interaction with 2 × δ(CCl2) asym.