Research Article

Molecular Structure and Vibrational Analysis of 1-Bromo-2-Chlorobenzene Using ab initio HF and Density Functional Theory (B3LYP) Calculations

Table 2

Observed and HF /6-31+G (d, p), B3LYP/6-31+G (d, p), and B3LYP/6-311++G (d, p) level calculated vibrational frequencies of 1-bromo-2-chlorobenzene.

S. no.Symmetry species CSObservedCalculated frequency (cm−1) withVibrational assignments
frequencyHF/6-31+G (d, p)B3LYP/6-31+G (d, p)B3LYP/6-311++G (d, p)
FTIRFTRamanUnscaled valueScaled valueUnscaled valueScaled valueUnscaled valueScaled value

1A′3070vs339230693222306232063073(C–H) υ
2A′3060vs338830663219305932023070(C–H) υ
3A′3055vs337430533207304831903058(C–H) υ
4A′3030w335830383194303531773046(C–H) υ
5A′1600w177416051621159916101603(C=C) υ
6A′1570vs1570s175715901614156916041579(C=C) υ
7A′1460vs162514701490144814831460(C=C) υ
8A′1440vs158614351462144214571434(C–C) υ
9A′1260vs138912571326126013041250(C–C) υ
10A′1170w131411891281116912761169(C–C) υ
11A′1130vs1130124211241187112811851136(C–H) δ
12A′1110vs123011131150111811471099(C–H) δ
13A′1105w119810841133110111261108(C–H) δ
14A′1040w119110771098104310541037(C–H) δ
15A′′1030w113010221058102810281024(C–H) γ
16A′′1010w11201013103010169881013(C–H) γ
17A′′970w1093989986973955969(C–H) γ
18A′′940vs1088984967940864936(C–H) γ
19A′860946856849859761863(CCC) δ
20A′760vs852771767756730759(C–Cl) υ
21A′720m790714731721702719(CCC) δ
22A′650w709642659650659648(CCC) δ
23A′560w608550564556512559(C–Br) υ
24A460m460m520470477463447458(CCC) γ
25A440w486440449436443443(CCC) γ
26A380w426385395384387387(CCC) γ
27A′280w308278286278283283(C–Cl) δ
28A′240w263238242242222240(C–Br) δ
29A′′170w179162163170163169(C–Cl) γ
30A′′140w147133134139123139(C–Br) γ

vs: very strong; s: strong; m: medium; w: weak; as- asymmetric; s: symmetric; υ: stretching; δ: in-plane bending; γ: out-plane bending; τ: twisting.