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Using a Spectrofluorometer for Resonance Raman Spectra of Organic Molecules.

1. Introduction

When photons fall on organic molecules (benzene, acetone, coumarin, etc.), some get scattered, while others are absorbed. Among the scattered signals, some have the same wavelength of the incident photon (termed Rayleigh scattering signals), some have wavelength longer than the incident light (called Raman Stokes signal), and only very few photons have a shorter wavelength (called Raman anti-Stokes signal) [1].

Some molecules which absorb the photons produce fluorescence; this is a reemission process, a phenomenon from one quantum state to another one. A molecule (i.e., acetone) is at the ground state electronic level [S.sub.0], which consists of manifold vibro-roto energy sublevels (see Figure 1(a)). When a photon of suitable wavelength interacts with it, and gets absorbed, the molecule goes from the [S.sub.0], v = 0, level to the electronically excited state [S.sub.1], v =1,2,3, level depending upon the Franck-Condon factor [2]. The molecule then undergoes thermalization by colliding with other molecules or the container walls and comes down to the [S.sub.1], v = 0, level, which is the lowest vibrational state of the first excited state [S.sub.1]. It remains here for 5 to 10 ns and then goes down to the lower ground electronic state [S.sub.0] and any one of the vibrational states v =1,2,3, and so on, once again determined by the Franck-Condon factor. During this process, it may emit a photon (fluorescence) or may not do so (internal conversion). As the molecule has lost a substantial fraction of its excitation energy in the [S.sub.1] due to thermalization, the fluorescence occurs with longer wavelengths (or lower energy) than the incident light. As the [S.sub.1] and [S.sub.0] energy levels are quasi continuum, absorption and fluorescence can occur across a range of wavelengths (about 50-100 nm); also from the time of absorption, all the thermalizations occur in a picosecond time scale, while the fluorescence occurs in a nanosecond time scale, always starting from [S.sub.1], v = 0, independent of excitation wavelength; in other words, the fluorescence spectral profile is independent of the excitation wavelength, although the intensity is dependent. This is the Kasha-Vavilov rule [2].

Such absorption and reemission (fluorescence) are reasonably strong only in a few specific set of molecules, like dyes, which have a chain of alternate single and double levels, called conjugation. Most spectrofluorometers, commonly employed in research labs, are used only for the studies mentioned above.

In contrast, scattering is generally nonspecific, implying that light of any wavelength can interact with any molecule and undergo scattering. In this instance, if a photon of frequency v interacts with a molecule in the [S.sub.0], v = 0, state, the molecule goes to a virtual state, a nonexistent state represented by a dotted line (Figure 1(b)) and comes back very quickly (in a picosecond time scale) to the [S.sub.0], v = 0, state. In this case, the photon does not lose any energy. The scattered photon has the same frequency v as the incident one. This is called Rayleigh scattering. However, if the molecule returns to the [S.sub.1], v =1, state, (a vibrationally excited level) the scattered photon has less energy (v' = v - [v.sub.v], where [v.sub.v] is the frequency of the vibration of the molecule). This happens only occasionally; therefore, the scattered radiation of frequency v' = v - [v.sub.v] is rather difficult to detect (see Figure 1(c)). There is one more possibility, the molecule may already be in a vibrationally excited state ([S.sub.0], v = 1), and the incident photon of v can move it to another virtual level (Figure 1(d)); when this comes down to the [S.sub.0], v = 0, level, the scattered photon has a higher energy and frequency of v" = v + [v.sub.v]. The extra energy has been conferred by the molecule. As this is a very rare occurrence, the radiation with v" = v + [v.sub.v] is even more difficult to detect. Roughly, as a rule of thumb, if 100 photons produce Rayleigh scattering, only 10 will produce v' = v - [v.sub.v] (called Stokes Raman) and only two will produce v' = v + [v.sub.v] (called anti-Stokes Raman). An observed Indian scientist, Sir CV Raman, the first to detect such molecular scattering of radiation with quantized energy v, v [+ or -] [v.sub.v], was awarded the Nobel Prize in 1930.

It is very significant that for a given molecule, both types of scattering can be observed by employing UV, VIS, or IR radiation, because the virtual level can be found anywhere. On the other hand, the shift in the scattered radiation v - v" = [+ or -] [v.sub.v] is the characteristic fingerprint of the molecule, as its unique vibrational frequency is dependent on the configuration of the molecule. The whole of Raman spectroscopy, as an analytical tool, rests on this concept.

Scattering is always from a real quantum state to a virtual state whereas fluorescence is a phenomenon that occurs between two quantum states; hence, the latter is 10-100 times stronger than the former.

In order to obtain the Raman signal reasonably comparable to the fluorescence signal, one must resort to resonance Raman scattering [3, 4]. In this instance, one must launch a radiation of wavelength v that would raise the molecule from the real quantum state [S.sub.0], v = 0, to a virtual state that almost overlaps the real quantum state of [S.sub.1], v = 0, as shown in (Figure 1(e)). This could be done by groping and exploring the region between the absorption and fluorescence bands as evident from the following experiment.

Many new reviews shows ever increasing applications of Raman scattering in fields such as material science from bulk to nano. In nanotechnology, new techniques such as nano-Raman techniques based on aperture scanning near-field optical microscopy (SNOM) are maturing and diversifying [5], which enables researchers to do Raman studies at nano scales. In chemistry, it gives a thumbprint to identify the molecules [6-8]. The Raman spectroscopy has immense application in other fields such as clinical spectroscopy [9], biological samples analysis [10], and clinical instrumentation [11]. Resonance Raman scattering (RRS) is an important technique and is found in many applications [12].

2. Experiment

The PerkinElmer model LS 55 was employed throughout this experiment; however, any other commonly available spectrofluorometer (Horiba, Hitachi, or Shimatsu), with dual gratings, one for excitation wavelength selection and another for emission band scanning, will be equally suitable.

2.1. Fluorescence Spectra. Acetone (analytical grade) quality was taken in a transparent quartz cuvette of 1 cm path length and loaded into the cell compartment of the instrument. Excitation wavelength was arbitrarily selected as 330 nm; width was 10 nm in excitation as well as emission slits. The emission (synonymous with fluorescence in this case) spectrum was scanned from 350 nm to 600 nm and is presented in Figure 2, which shows a smooth band of emission with a peak at 413 nm of intensity 120 in the arbitrary units. This has a full width at half maximum (FWHM) of 102.4 nm. Two more emission spectra were taken with excitation at 280 and 290 nm, respectively. In both cases, the emission bands were similar, the only difference being the emission intensity was low. This confirms Kasha's rule (discussed earlier).

2.2. Excitation Spectra. In this case, the emission grating was fixed at 413 nm, which was the emission peak of acetone and the excitation grating was rotated from 250 nm to 390 nm to obtain the excitation band of acetone, which had a peak at 327 nm with FWHM of 70 nm. This corresponded to the [S.sub.0]-[S.sub.1] absorption spectrum of acetone, obtainable from any UV-VIS spectrophotometer.

The excitation band indicates that if the excitation had been induced at 327 nm, the emission peak would occur at 413 nm, with the spectral profile of emission band becoming a mirror image of the excitation band, with the dotted line acting as the mirror as shown in Figure 2. For the other wavelengths of excitation, the emission intensity would be markedly low.

2.3. Fluorescence Spectra for Different Slit Widths. Utilizing the same acetone sample and excitation at 330 nm, emission spectra were obtained for 10, 5, and 3 nm spectral widths, in excitation as well as emission slits. The spectra in Figure 3 shows the same FWHM of 102 nm in each case; only the intensity has decreased twice or thrice. All the features mentioned above would be markedly different for scattering spectra.

2.4. Rayleigh Scattering. To obtain the Rayleigh scattering spectra of acetone, the excitation grating was fixed at 330 nm; the slit width was 10 nm in each slit and the emission grating was scanned from 200 nm to 700 nm. The spectrum, as shown in Figure 4(a), indicates a sharp peak at 338 nm with FWHM= 12 nm, another broad band at 410 nm, and the next sharp peak at 673 nm (FWHM = 18 nm).

The first band, without experiencing any change in wavelength, is the Rayleigh scattering (please note, it should have occurred at 330 nm but instead was seen at 338 nm due to instrumental artifacts); the 410 nm band is the fluorescence band of acetone; the band at 673 nm is due to the Rayleigh scattering occurring in the second order of grating (this is an experimental unavailable artifact; if only a prism had been used instead of grating for dispersion, it would have disappeared).

For the same sample and scattering setup arrangement, the experiment was repeated with slit widths = 5 nm in each.

As shown in Figure 4(b), the spectra of Figure 4(a and b) are very similar barring two major differences. The intensity in all the bands had decreased (as expected); but the FWHM of Rayleigh scattering also dropped from 12 nm to 7 nm. The fluorescence spectra of acetone, however, continued to remain at 102 nm. This is the first major difference between scattering and fluorescence.

Scattering is, in fact, an irregular reflection at the molecular surface, very similar to a tennis ball bouncing off a racquet. What comes, goes off in a different direction, with minimal or no interaction. In contrast, during fluorescence, an incident photon is absorbed, and the energy gets thermalized in a few picoseconds and is then given off by the molecule, with its fingerprint, within the time span of a few nanoseconds.

2.5. Resonance Raman Scattering. For measuring the Raman spectral features of acetone, the excitation wavelength was fixed at 450 nm and the emission grating was scanned from 485 nm to 600 nm. As evident from Figure 5, a small sharp signal was observed at 519.6 nm, corresponding to the Raman shift of (l/450nm-1/519.6nm) = 2976 [cm.sup.-1]. This 2976 [cm.sup.-1] represents the C-H bond vibrational frequency of the acetone molecule which causes the Raman shift.

To confirm this, the experiment was repeated with the excitation at 425 nm and scanning was done from 440 nm to 600 nm. The Raman signal now appeared at 489.5 nm and the Raman shift was (1/425nm-1/489.5nm) = 3100 [cm.sup.-1].

This implies that the Raman shift is a constant and characteristic Of the molecule, but the Raman signal moves with the incident light. The experiment was repeated by shifting the excitation to 400, 375, and 340 nm. In each case, the Raman scattered signal got shifted to 455, 424, and 380 nm; but the shift in their wave number approximately corresponded to 3060 [cm.sup.-1], confirming the Raman effect.

The most significant feature of this part of the experiment is as follows: as the excitation was moved from 450 nm to 315 nm, over a range of 135 nm, the Raman signal intensity changed from 9 to 160 (in arbitrary unit), an increase by 17 times. Apparently, 340 nm represents the near resonance Raman spectra of acetone. When the excitation goes to 325 nm, the Raman signal occurring at 350 nm was comparable in intensity to the fluorescence at 413 nm, representing the resonance Raman excitation; for excitation at 315, the Raman signal occurred at 352 nm, with the intensity of 120. For excitations with a wavelength lower than this, the acetone produced only a fluorescent broad band with a peak of 413 nm, as discussed earlier. Or, in other words, the best region to obtain resonance Raman is the valley between the excitation and emission bands.

Table 1 summarizes the results mentioned above. (Note also, the Raman shift gradually changed from 2970 to 3500 [cm.sup.-1] as the excitations moved from longer to shorter wavelengths due to certain molecular properties.)

2.6. Raman Spectra for Different Slit Widths. The next experiment was performed with reduced slit widths. Figure 6 shows the Raman spectra with excitation at 350 nm, which produced a signal at 390 nm. In Figure 6(a), slit width 10 nm (in excitation and emission slits) is shown, and Figure 6(b) shows the spectra with slit width 5 nm each. As the slit widths were reduced, the intensity of signal was observed to decrease; more important was the drop in the FWHM from 39.5 nm to 16 nm. This is again very characteristic of any scattering phenomena, regardless of whether Rayleigh or Raman.

In fact, when the Nd:YAG laser (at 532 nm) was used to produce Raman signal from acetone, a sharp signal at 630 nm of FWHM of 1 nm or less was obtained [13, 14]; but when Rhodamine dye solution was excited, a broad fluorescence was observed with the peak at 630 nm and FWHM of 20nm [15].

2.7. Polarization Properties. Another interesting experiment was performed to highlight the differences in the polarization properties.

Figure 7 shows the fluorescence of acetone when excited at 330 nm. Figure 7(a) reveals the fluorescence without any polarizer; whereas Figure 7(b) shows the fluorescence with the polarizer maintained at 0, 90, 180, and 270 degrees of orientation. (The polarizer was inserted between the emission slit and detector.) It is very obvious that the polarizer by itself has cut off the signal by four times due to the absorption by the material around 350 to 600 nm but such a reduction was independent of the orientation of the polarizer proving that the fluorescence from the molecules in the solution get depolarized. The fluorescence is a process involving three steps, the absorption of a photon as a whole, thermalization, and reemission; the polarization feature is generally lost, particularly in a liquid medium where the molecules are in a state of constant collision among themselves.

Figure 8 shows the Rayleigh scattering signal for the excitation of acetone at 475 nm. The resultant signal occurred at 478 nm (due to experimental artifacts). Figure 8(a) shows a signal of 800 units without any polarizer. In Figure 8(b), the signal is obvious with the polarizer at 0 and 180 degrees and an intensity of 383; Figure 8(c) shows the signal of intensity 249 for the polarizer at 90 and 270 degrees. Thus, it is clearly evident that the degree of polarization for the Rayleigh scattering is 0.21.

Figure 9(a) shows the Raman spectra drawn for benzene, with excitation at 475 nm. The Raman signals occurred at 501 nm and 560 nm, which corresponded to [v.sub.v] = 1100 [cm.sup.-1] and 3010 [cm.sup.-1], due to skeleton breathing and the stretching of the benzene C-H bond. This is again confirmed by exciting at 450 nm and observing the two Raman signals mentioned above, at 475.3 and 525 nm. Another excitation was with the 425 nm produced Raman signals at 445.8 and 490 nm. (The instrument is so sensitive that even the rotational features of the Raman spectra were observable; e.g., the Raman signal for excitation at 475 nm produced two lines at 556 and 560 nm, a separation of 18 [cm.sup.-1]; however, it got blurred for the other excitation wavelengths.) Table 2 summarizes the results given above.

Figure 10(a) shows the Raman signal of benzene as excited at 425 nm, without any polarizer. Figure 10(b) shows the same with the polarizer placed horizontally, and Figure 10(c) shows the same with the polarizer rotated to 90[degrees]. Both bands are clearly polarized differently. The 1100 [cm.sup.-1] band appears more strongly polarized than the other, with the degrees of polarization p = 0.6 and 0.2, respectively.

It is noteworthy that all scattering exhibits a high degree of polarization, because it changes both direction and polarization.

3. Conclusion

Utilizing a spectrofluorometer commonly available in any graduate laboratory, a distinction between most of the spectral features of fluorescence and scattering has been clearly demonstrated (Rayleigh and Raman). It has elegantly been shown that the valley between the two mountains of absorption and emission is the best region to grope for the resonance Raman spectra. It has also been shown that the scattered signals are strongly polarized and that their spectral widths are determined most often by the width of the incident signal. In contrast, fluorescence is neither polarized nor dependent on the incident signal. Further, scattering is many times more common than fluorescence in general; however, for a few select, conjugated molecules like dyes, the fluorescence is tremendously high that it is almost impossible to observe the scattering signals. On the other hand, in the weakly fluorescent molecules like acetone or benzene, the scattering signals are comparable to, and sometimes even higher than, the fluorescence.

Conflicts of Interest

The authors declare that they have no conflicts of interest. Acknowledgments

The authors would like to extend their sincere appreciation to the Deanship of Scientific Research at King Saud University for its funding of this research through the Research Group Project no. "RGP-223."


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Vadivel Masilamani, (1,2) Hamid M. Ghaithan, (1) Mamduh J. Aljaafreh, (1) Abdullah Ahmed, (1) Reem al Thagafi, (1) Saradh Prasad, (1,2) Mohamad S. Alsalhi (1,2)

(1) Department of Physics and Astronomy, College of Science, KingSaud University, P.O. Box 2455, Riyadh 11451, Saudi Arabia

(2) Research Chair on Laser Diagnosis of Cancers, Department of Physics and Astronomy, College of Science, King Saud University, Riyadh 11451, Saudi Arabia

Correspondence should be addressed to Vadivel Masilamani;

Received 8 October 2016; Accepted 5 January 2017; Published 21 March 2017

Academic Editor: Jau-Wern Chiou

Caption: Figure 1: Schematic of energy level diagram of a molecule. [S.sub.0] and [S.sub.1] are electronic energy levels of a molecule, with vibration levels v = 0,1 2. Rotational levels are within each vibrational level, but not shown here. (a) For Rayleigh scattering, (b) for Raman scattering Stokes, (c) for Raman scattering anti-Stokes, and (d) for resonance Raman scattering.

Caption: Figure 2: The fluorescence spectra of acetone with a peak at 413 nm for different wavelengths of excitation; on its left side is the excitation spectra with a peak at 327 nm.

Caption: Figure 3: Acetone fluorescence with different slit widths.

Caption: Figure 4: Rayleigh scattering and fluorescence signal with different slit widths (for acetone). (a) Black line and (b) blue line.

Caption: Figure 5: Resonance Raman spectra for acetone.

Caption: Figure 6: Raman spectra of acetone at different slit widths. (a) Blue line and (b) black line.

Caption: Figure 7: Acetone fluorescence spectra for different positions of polarizer.

Caption: Figure 8: Polarization of Rayleigh scattering of acetone. (a) Black line; (b) blue and red line; (c) green and orange line.

Caption: Figure 9: Raman spectra of benzene at different excitation wavelengths. (a) is black line.

Caption: Figure 10: Polarized Raman spectra for benzene.
Table 1: Resonance Raman spectra of acetone.

          Excitation    Excitation      Raman signal    Raman signal
Number    wavelength    wave number     In wavelength   In wave number
          [[lambda].    [v.sub.e]       [[lambda].      [v.sub.R]
          sub.e] (nm)   ([cm.sup.-1])   sub.R] (nm)     ([cm.sup.-1])

1         450           22222           519.6           19246
2         425           23529           489.5           20429
3         400           25000           455             21978
4         375           26667           424             23585
5         340           29412           380.4           26288
6         337           29673           382.6           26136
7         325           30769           370             27027
8         315           31746           354             28248

          Raman shift        Intensity
Number    [v.sub.v]          (a.u.)

1         2976               10.7
2         3100               17
3         3022               25.5
4         3082               49
5         3124               95
6         3537               138
7         3742               158
8         3498               135.3
Average   3260 [+ or -] 10

Table 2: Raman spectra for benzene.

Number   Excitation    Excitation      Raman signal    Raman signal
         wavelength    wave number     In wavelength   In wave number
         [[lambda].    [v.sub.e]       [[lambda].      [v.sub.R]
         sub.e] (nm)   ([cm.sup.-1])   sub.g] (nm)     ([cm.sup.-1])

1        475           21053           501             19960
                                       556             17986
2        450           22222           475.3           21039
                                       525             19048
3        425           23529           445.8           22472
                                       490             20408

Number   Raman shift     Intensity
         [v.sub.v]       (a.u.)

1        1093            6
         3067            3.7
2        1183            9.9
         3174            9.8
3        1057            14.9
         3121            15.5
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Title Annotation:Research Article
Author:Masilamani, Vadivel; Ghaithan, Hamid M.; Aljaafreh, Mamduh J.; Ahmed, Abdullah; al Thagafi, Reem; Pr
Publication:Journal of Spectroscopy
Article Type:Report
Date:Jan 1, 2017
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