| Literature DB >> 28231130 |
Sagar Dhakal1, Kuanglin Chao2, Walter Schmidt3, Jianwei Qin4, Moon Kim5, Diane Chan6.
Abstract
Turmeric powder (Entities:
Keywords: FT-IR; FT-Raman; metanil yellow; quantitative analysis; turmeric powder
Year: 2016 PMID: 28231130 PMCID: PMC5302347 DOI: 10.3390/foods5020036
Source DB: PubMed Journal: Foods ISSN: 2304-8158
Figure 1Chemical structure of: Metanil yellow (a), and Curcumin/Turmeric (b).
Figure 2FT-Raman spectra of: (a) Metanil yellow; (b) Turmeric powder; (c) Curcumin.
Figure 3Fourier Transform-Infra Red (FT-IR) spectra of: (a) Metanil yellow; (b) Turmeric powder; (c) Curcumin.
Assignment of FT-Raman and FT-IR spectral bands [62,63,64,65].
| Metanil Yellow | Turmeric | ||||
|---|---|---|---|---|---|
| Infra Red (IR) (cm−1) | Raman (cm−1) | Assignment | IR (cm−1) | Raman (cm−1) | Assignment |
| 3342 br | O–H str intermolecular bonded | ||||
| 3064 | ν (C–H) | 3073 | O–H str alcohol | ||
| 3030 | 3043 | ν(C–H) | |||
| 3017 | |||||
| 2974 | |||||
| 2956 | 2959 | ||||
| 2923 weak | 2926 weak | 2924 | |||
| 2874 | |||||
| 2854 | 2855 | ||||
| 1739 | C=O stretching | ||||
| 1681 | Conjugated C=O stretching | ||||
| 1628 | 1630 | Disubstituted C=C stretching | |||
| 1603 | 1603 | C=C stretching | |||
| 1581 | 1591 | ν(C–C) stretching (III) | 1585 | ||
| 1534 | δ(Ar–O + Ar–O–R) bending | ||||
| 1524 weak | ν(C–C) stretching (III) | 1512 | |||
| 1505 | |||||
| 1493 | 1496 weak | ν(C–C) stretching (I) | |||
| 1475 | ν(N=N), δCH | 1465 | CH bending | ||
| 1455 weak | 1451 | 1456 | |||
| 1431 | 1431 | 1429 | |||
| 1412 | 1417 | ν(N=N) stretching (I) | |||
| 1400 | 1402 | S=O str | |||
| 1379 | 1374 | C–H bending in O=C–CH2–C=O | |||
| 1371 | S=O str | ||||
| 1343 | S=O str | ||||
| 1325 | νas(SO2) | 1318 | |||
| 1304 | 1306 | νC–C stretching (III) | 1309 | ||
| 1282 | νC–N stretching | 1282 | |||
| 1264 weak | ν(C–Nazo)δ(C–H) | 1268 | COH + CO(CH3) stretching | ||
| 1232 | 1243 weak | νC–X stretching (I) | 1234 | 1244 | CH bending |
| 1223 | 1218 weak | δ(N–H) | |||
| 1207 | 1202 | C–O–(CH3) stretching | |||
| 1187 | 1186 | CH3 deformation | |||
| 1171 | ν(C–Nazo)δ(C–H) | 1173 | CH bending | ||
| 1156 | |||||
| 1120 | 1125 | 1126 | |||
| 1082 | 1084 weak | βCH bending (II) ip | 1076 | 1084 | |
| 1052 weak | 1045 | ||||
| 1034 | νs(SO3) | 1032 | 1028 | C–O stretching | |
| 1023 | 1026 weak | ||||
| 997 | |||||
| 969 | 966 | =CH wag trans | |||
| 945 | |||||
| 936 | 935 weak | 930 | 938 | ||
| 908 | γCH wagging (I,II) op | 901 | |||
| 882 weak | γCH wagging (II) op | 888 | Ar CH bending | ||
| 870 weak | 866 weak | γCH wagging (I) op | 870 | 860 | Ar CH bending |
| 845 | 842 weak | γCH wagging (II) op | 856 | Ar CH bending | |
| 830 | γCH wagging (III) op | 837 | |||
| 810 | 813 weak | 1,4-Ar CH bending | 813 | 812 | Ar CH bending |
Figure 4Original FT-Raman spectra of mixture samples at all concentration levels.
Figure 5Corrected FT-Raman spectra for representative samples at each concentration level.
Figure 6Linear relation between FT-Raman spectral peak intensity and corresponding sample concentration.
Figure 7Original FT-IR spectra of mixture samples for all concentration levels.
Figure 8Representative FT-IR spectra of mixture samples at all concentration levels.
Figure 9Linear relation between FT-IR spectral peak intensity and sample concentration.