| Literature DB >> 28767053 |
Fu Wan1, Haiyang Shi2, Weigen Chen3, Zhaoliang Gu4, Lingling Du5, Pinyi Wang6, Jianxin Wang7, Yingzhou Huang8.
Abstract
The detection of furfural in transformer oil through surface enhanced Raman spectroscopy (SERS) is one of the most promising online monitoring techniques in the process of transformer aging. In this work, the Raman of individual furfural molecules and SERS of furfural-Mx (M = Ag, Au, Cu) complexes are investigated through density functional theory (DFT). In the Raman spectrum of individual furfural molecules, the vibration mode of each Raman peak is figured out, and the deviation from experimental data is analyzed by surface charge distribution. In the SERS of furfural-Mx complexes, the influence of atom number and species on SERS chemical enhancement factors (EFs) are studied, and are further analyzed by charge transfer effect. Our studies strengthen the understanding of charge transfer effect in the SERS of furfural molecules, which is important in the online monitoring of the transformer aging process through SERS.Entities:
Keywords: density functional theory; furfural-Mx complexes; surface-enhanced Raman spectroscopy; transformer aging
Year: 2017 PMID: 28767053 PMCID: PMC5575692 DOI: 10.3390/nano7080210
Source DB: PubMed Journal: Nanomaterials (Basel) ISSN: 2079-4991 Impact factor: 5.076
Figure 1Raman spectra of pure furfural molecules: (a) Calculations and (b) Experimental measurements. The inset depicts the molecular structure of furfural molecule.
Raman vibration mode assignments of furfural molecules.
| Simulation (cm−1) | Experiment (cm−1) | Difference | Vibrational Plane | Vibrational Mode | |
|---|---|---|---|---|---|
| 1 | 494 | 503 | −9 | In-plane | C3=C8, C8–C9 symmetric bend |
| 2 | 643 | 632 | 9 | Out-plane | C3=C8, C8–O4 symmetric wag |
| 3 | 761 | 757 | 4 | In-plane | C9=O11 sway; C8–C9 stretch |
| 4 | 884 | 884 | 0 | Out-plane | C1–H5, C3–H7 synchronous sway; C2–H6 asynchronous sway |
| 5 | 926 | 931 | −5 | In-plane | C3=C8, C8–O4 symmetric bend |
| 6 | 1021 | 1021 | 0 | In-plane | C2–H6, C3–H7 symmetric bend; C2–C3 stretch |
| 7 | 1084 | 1079 | 5 | In-plane | C1–H5, C2–H6 symmetric bend; C1–O4 stretch |
| 8 | 1166 | 1159 | 7 | In-plane | C1–H5 sway; C1–O4 stretch |
| 9 | 1221 | 1225 | −4 | In-plane | C3–H7, C1–H5 asynchronous sway; C2–C3 stretch |
| 10 | 1271 | 1279 | −8 | In-plane | C8–C9, C8–O4 asynchronous stretch; C2–C3 stretch |
| 11 | 1372 | 1368 | 4 | In-plane | C9–H10, C1–H5 synchronous sway |
| 12 | 1398 | 1393 | 5 | In-plane | C8–C9, C8–O4 asymmetric stretch; C2–C3 stretch; C9–H10 sway; C2–H6 sway |
| 13 | 1474 | 1474 | 0 | In-plane | C1–O4, C8–O4 symmetric bend; C1=C2, C3=C8 synchronous stretch; C9–H10, C1–H5 asynchronous sway |
| 14 | 1567 | 1568 | −1 | In-plane | C1–O4, C8–O4 asymmetric bend; C1=C2, C3=C8 asynchronous stretch; C2–H6, C3–H7 synchronous sway |
| 15 | 1726 | 1670 | 56 | In-plane | C9–H10, C8–C9 synchronous stretch; C9=O11 asynchronous stretch |
Figure 2(a) Charge difference densities of furfural (the green and red stand for holes and electrons, respectively); (b) The static potential distribution of furfural (the red and blue represent low potential and high potential, respectively).
Figure 3(a) The theoretical Raman spectra of furfural-Agx complexes with different atomic numbers (red dotted lines indicate characteristic peaks 1726 cm−1); (b) The static potential distribution of furfural-Ag (x = 1, 2, 3, 4).
The charge transfer, bond length (C=O) and polarizability of furfural-Ag (α, α, α represent the polarizability of three axes respectively; α represents the polarizability of furfural molecules).
| Atom Number (Ag) | Q (Furfural-Ag)/e | R (C=O)/Å | α | α | α | α/au |
|---|---|---|---|---|---|---|
| 0 | / | 1.2137 | 95.731 | 65.934 | 38.447 | 66.704 |
| 1 | 0.034 | 1.2136 | 144.041 | 129.828 | 87.600 | 120.490 |
| 2 | 0.0428 | 1.2232 | 227.029 | 166.383 | 107.592 | 167.001 |
| 3 | 0.249 | 1.2390 | 377.191 | 238.700 | 180.260 | 265.384 |
| 4 | 0.284 | 1.2369 | 331.198 | 359.486 | 196.830 | 295.838 |
Figure 4(a) The theoretical Raman spectra of furfural-Au complexes with different atomic numbers (red dotted lines indicate characteristic peaks 1726 cm−1); (b) The static potential distribution of furfural-Au (x = 1, 2, 3, 4).
Figure 5(a) The theoretical Raman spectra of furfural-Cu complexes with different atomic numbers (red dotted lines indicate characteristic peaks 1726 cm−1); (b) The static potential distribution of furfural-Cu (x = 1, 2, 3, 4).
The charge transfer and bond length (C=O) of furfural-M (M = Au, Cu).
| Au | Cu | |||
|---|---|---|---|---|
| Atom Number | Q (Furfural-Au)/e | R (C=O)/Å | Q (Furfural-Cu)/e | R (C=O)/Å |
| 1 | 0.157 | 1.219 | 0.139 | 1.218 |
| 2 | 0.218 | 1.230 | 0.171 | 1.230 |
| 3 | 0.269 | 1.235 | 0.274 | 1.228 |
| 4 | 0.309 | 1.232 | 0.317 | 1.237 |
Comparison of EF (Enhancement Factors) corresponding to three kinds of metal atom in different quantities (EF= (ISERS/NSERS)/(IRaman/NRaman)). (ISERS and NSERS represent signal strength and number of molecules in SERS, IRaman and NRaman represent signal strength and number of molecules in normal Raman).
| Atom Number | 1 | 2 | 3 | 4 |
|---|---|---|---|---|
| Ag | 1.74 | 5.68 | 132.24 | 246.46 |
| Au | 1.69 | 15.71 | 23.39 | 39.09 |
| Cu | 6.98 | 20.27 | 38.06 | 158.23 |