A. I.
López-Lorente
,
B. M.
Simonet
and
M.
Valcárcel
*
Department of Analytical Chemistry, University of Córdoba, E-14071 Córdoba, Spain. E-mail: qa1meobj@uco.es; Fax: +34 957 218616; Tel: +34 957 218616
First published on 25th October 2013
Raman spectroscopy has been employed in analytical sciences for purity determination of carbon nanotube samples based on the consideration of G-/D-band intensity ratios. This work demonstrates the role of aggregation in these feature bands, which, in the case of single walled carbon nanotubes (SWNTs), has proved to be crucial for G-/D-band intensity ratio measurements. We have found variation in the relative intensities of G- and D-bands across a sample of SWNTs without any other treatment, discarding the possible influence of the laser beam or sample focusing. In the case of multiwalled carbon nanotubes (MWNTs), this effect is less notorious. Thus, to achieve a good representativeness of Raman measurements, it is important to consider the sample preparation procedure in order to avoid aggregation, which has an effect over the signals, making difficult the subsequent interpretation of results.
Ultraviolet-visible-near infrared (UV-vis-NIR) spectroscopy has been employed for distinguishing individualized dispersions of single walled carbon nanotubes from bundles of them by visualization of the broadening and the red-shift of the absorption peaks.8 The UV-vis absorption value at 500 nm has been used to quantify different SWNT dispersions,9 although it is difficult to distinguish SWNT contributions from other carbonaceous impurities or the dispersing agents. Near infrared luminescence studies performed on individual SWNTs revealed spectral variations within a given (n,m) type of nanotubes,10 which allows the determination of chirality/diameter distribution present in individually dispersed nanotubes. However, metallic nanotubes produced by quenching and surfactants might influence the peak.
Raman spectroscopy has been widely employed for the characterization of carbon nanotubes. The resonant Raman scattering from SWCNTs generates an intense and easily measurable signal. The main strengths of Raman are its simplicity,11 versatility of measurement conditions, rapidity and non-destructive and non-invasive nature. The information provided about vibrational properties can be correlated with the structure and electronic properties of the nanotubes. Carbon nanotube dispersions have been quantified by Raman spectroscopy normalizing the spectra with respect to the area of a solvent peak,12 analyzing carboxylated single walled carbon nanotubes (c-SWNTs) previously preconcentrated in an ionic liquid and retained on a membrane13 or measuring c-SWNTs preconcentrated on MWNT-modified membranes.14 Raman spectroscopy has been also used for purity and defect characterization of SWNTs15 since its mode around 1350 cm−1 is sensitive to structural defects in the graphitic sp2 network typical of carbonaceous impurities, such as amorphous carbon particles.16
The intensity ratio of the tangential mode of SWCNTs (G-band) to the D-band has been used to discuss the purity.17–19 As has been reported, the evaluation based on the G-/D-band intensity ratio has uncertainty as to whether the D-band intensity reflects the amount of impurity particles or the defect density on the sidewalls. For example, when the D-band mainly reflects carbonaceous impurities in a sample, the G-/D-band intensity ratio becomes a good index of SWCNT purity. Meanwhile, when there are fewer carbon impurities in the sample, the G-/D-band intensity ratio can be used to discuss SWCNT defects.20
In this work, we aim to point out the need for carefully considering operational conditions when measuring Raman spectra of SWNTs. Usually, Raman measurements are acquired at a specific position of the carbon nanotube sample, and this study indicates the importance of sample treatment for debundling of aggregates of nanotubes. In fact, the aggregation state of the sample takes an important role in the featured-bands, as in the case of the G-/D-band intensity ratio, which may lead to an ambiguity in the consideration of different purities of samples when actually the differences are just in aggregation. If it is not taken into account mistakes may be committed. Differences in RBM bands of SWNTs spectra21–24 or a G-band broadening25 have been described to occur when samples with different aggregation states are measured.21,22 Herein we have proved that a sample of SWNTs produces spectra with different G-/D-band intensity ratios just by variation of their aggregation distribution across the sample itself, discarding the possible influence of impurities in the sample, laser beam or sample focusing. Thus, in order to achieve a good representativeness in Raman measurements for quality assessment it is necessary to control the aggregation state. As far as we are concerned the relationship of the G-/D-band intensity ratio with the different aggregation states along a carbon nanotube sample has not been previously reported. Dispersion of the carbon nanotube sample with the aid of surfactants is proposed as an effective methodology to control aggregation of bundles of carbon nanotubes. This effect has been observed in the case of single walled carbon nanotubes while for the multiwalled carbon nanotubes it has been found that the effect of aggregation is less significant.
An ultrasound bath without heating (Ultrason model, Selecta, 50 W, 60 Hz) was employed for sample preparation. A Vibracell™ 75041 ultrasonic probe (750 W, 20 KHz, Bioblock Scientific, Illkirch, France) equipped with a 3 mm probe was also employed to prepare the dispersions. Transmission electron microscopy (TEM) images were acquired with a JEOL JEM-1400 transmission electron microscope. The AFM image was acquired with an alpha500 WITec AFM microscope using tapping mode.
Single walled carbon nanotubes were also dispersed in 5 w/v% Triton X-100 solution by using an ultrasonic probe for 10 minutes (750 W, 20 kHz) equipped with a 3 mm probe set at 20% amplitude. Pulses of energy of 20 s on and 20 s off were employed in order to avoid sample heating. No degradation or shortening of carbon nanotubes was observed after sonication treatment.
Raman images in the case of the Raman study to evaluate the influence of the aggregation state shown in Fig. 4 were obtained by measuring a total of 150 points per line and 150 lines per image over a scan width and height of 110 μm × 110 μm with an integration time of 0.05 s. The Raman image of single walled carbon nanotubes dispersed in Triton X-100 (Fig. 6a) was acquired by measuring 250 points per line and 250 lines per image at a scan area of 50 × 50 μm with an integration time of 0.1 s. The image shown in Fig. 7, in which more isolated nanotubes are shown, was acquired by measuring 100 points per line and 100 lines per image at a scan area of 8 × 8 μm with an integration time of 0.1 s. In the case of multiwalled carbon nanotubes the Raman image (Fig. 8a) was obtained measuring a total of 90 points per line and 90 lines per image at a surface of 72 × 72 μm with an integration time of 0.05 s. Finally, the depth scan shown in Fig. 3a were acquired measuring 50 points per line and 100 lines per image for a scan width of 10 μm and a scan depth of 50 μm, with an integration time of 0.05 s.
For purity evaluation using Raman spectroscopy, the G-band peak around 1593 cm−1, which is derived from the longitudinal optical (LO) phonons of semiconducting SWCNTs,15 has been used26 due to the fact that it is less sensitive to the excitation laser energy than the RBM intensity, and there is no significant diameter dependence of the G-band intensity of the LO phonon of semiconducting SWCNTs, while the RBM intensity is more sensitive to their diameter and chirality. Itkis et al.18 have described that the G-band area is proportional to the relative purity. In addition to the G-band, the G-/D-band intensity ratio has been also employed as an index of purity for characterization of carbon nanotubes in terms of defects density. The intensity ratio of G-band to D-band reflects both the purity and defect density of a SWNT sample. Pure SWNTs can also have a considerable D-band intensity due to structural defects, thus, evaluation of purity through the G-/D-band intensity ratio has uncertainty as to whether the D-band reflects the amount of impurity particles or the defect density on SWNT sidewalls.15
As can be observed in Fig. 1b, RBM bands also change in the spectra. Their dependence on the aggregation state of carbon nanotubes has been previously described20 since some modes which are initially off resonance in the individually dispersed material, with aggregation, as transitions shift to lower energy, are brought into resonance while others move away. The intensity of the peak at 267 cm−1 has been shown to be proportional to the degree of aggregation.22 It has also been reported that the influence of aggregation on the apparent metallic to semiconductor ratio of dielectrophoretically deposited SWNTs can compromise conclusions based on Raman alone.27 Moreover, the linewidths of the G′-band for solubilised SWNTs have been observed to monotonously decrease with sonication energy density and can be used to monitor the gradual solubilisation of SWNTs.25 Liu et al.28 employed simultaneously Raman measurements and photoluminescence spectroscopy to evaluate the bundling states of SWNTs by using again the 267 cm−1 band and the sum of photoluminescence G-band intensity ratios.
We have focused on changes of G-/D-band intensity ratios and their dependence on aggregation state, a parameter which, as far as we are concerned, had not been considered until date. As will be explained below, changes in G-/D-band intensity ratios observed in this work are not a consequence of changes in purity or sample focusing, nor are problems of laser damage of the sample. It can be concluded that observed changes are due to different aggregation states across the sample.
Since it had been previously described in the literature that the laser beam may affect the bands,15,31,32 the influence of laser irradiation during a period of time over the sample was studied. In addition, laser irradiation is known to cause shifts in Raman bands due to thermal effects which lead to an increase in D peaks.31 We have found that there is no change in the profile of the considered bands during the exposure windows usually employed for measurements. Spectra of untreated solid SWNTs with different times of laser exposure (0, 3, 6 and 9 min, respectively), showed a G-/D-band intensity ratio that is almost constant. An upshift of baseline was observed, having no influence when normalizing spectra. This observation agrees with that of almost a constant G-/D-band intensity ratio for subsequent measurement after the first power sweep.33 In any case, measurements have been carried out using the same laser power for all the studies presented in this work.
In addition, Fig. 3a shows the Raman image of a SWNT sample across its whole diameter. In this case, instead of acquiring discrete spectra at a series of points, a Raman image was acquired by measuring at different points in an x- and z-axis area (50 points per line and 100 lines per image for a scan width of 10 μm and a scan depth of 50 μm, with an integration time of 0.05 s). The image depicted corresponds to the intensity of the G-band. In order to corroborate our observations, the collection of spectra was subjected to cluster analysis by K-Nearest Neighbors (KNN) under the same conditions explained as follows and, as can be observed in Fig. 3b, the spectrum of each cluster is very similar, so we can conclude that focusing is not the source of variations in G-/D-band intensity ratios in the spectra. Fig. 3c depicts the regions of the image which correspond to the spectrum in Fig. 3b with the same colour.
To prove if it is possible to acquire cluster spectra with similar G-/D-band intensity ratios and then relate them to different properties of the sample, the whole set of spectra was submitted to K-NN cluster analysis. K-Nearest Neighbors is a discriminant, non-parametric technique, based on the distance between objects in a space of dimension equal to the number of variables explored. The sample is assigned to a class where the samples of the training set closest to it have been classified. Only the K closest objects are used to make the assignment. The distance criterion used was the Euclidean distance. Initially, a classification model was constructed in which all spectra were used as the training set. In the second stage, to validate the classification model thus obtained and its stability in predicting, a cross-validation step was performed with five cancellation groups (the spectra are randomly divided into five groups, each of them containing 20% of the total), four of which were used as the training set and the fifth as the prediction set. To perform this cross-validation procedure, the same process was repeated five times with five different training and prediction sets, ensuring that all the samples were included at least once in the prediction set.
K-NN cluster analysis differentiated three regions in the image (see Fig. 4b) which possessed spectra with different G-/D-band intensities. As depicted in Fig. 4b, the regions correspond to the nuclei of the aggregates and concentric outer regions, so it seems logical to think that changes may be produced by the different aggregations inside bundles and around them, which may affect the resonance of carbon nanotubes. In fact, regions which have a low density of carbon nanotubes between aggregates, whose dimensions oscillate between 7 and 25 μm width, have a spectrum similar to bundle edges, in which nanotubes are less aggregated.
The G- and D-band intensities were obtained from their maximum peak counts. The G-/D-band intensity ratio averages at three aggregation levels are 5 ± 0.6 for regions with low aggregation, 9.2 ± 0.8 for regions of medium aggregation and 25 ± 1 for regions of high aggregation, as shown in Fig. 5. It can be seen that there are three different values of relation, related to the aggregation state of the sample. The color code presented in Fig. 5 correlates with the colors assigned to each cluster associated with a different value of the G-/D-band intensity.
SWNTs were dispersed in a 5 w/v% Triton X-100 solution with the aid of an ultrasonic probe as explained in sample treatment. Again, a Raman image of the sample was acquired and subsequently submitted to K-NN cluster analysis similarly to that previously described. Fig. 6 shows the results obtained. Fig. 6a depicts the Raman image which reflects the intensity of the G-band, while Fig. 6b classified the different points of the image in two clusters, whose corresponding spectra are shown in Fig. 6c. TEM images corroborated the more debundled state of this sample, as can be seen in Fig. 6d. In this case, the differences in G-/D-band intensity ratios are less significant, the values obtained being 4.59 and 4.34 for the two different classified clusters. Thus, it can be concluded that a suitable control of the aggregation state of the sample is crucial for a representative value of the G-/D-band intensity ratio. In fact, this parameter has proved to be effective for the characterization of mixtures of single and multiwalled carbon nanotubes in a reproducible way when carbon nanotube samples are dispersed in a surfactant solution.29
The Raman image was also acquired in a region containing just some SWNTs. Fig. 7e shows the optical microscopy photograph of the scanned surface and Fig. 7d shows an AFM image of the sample. The Raman image (shown in Fig. 7a) was composed of 100 points per line and 100 lines per image at a scan area of 8 × 8 μm measured with an integration time of 0.1 s. Similarly to that described above, the set of spectra was submitted to K-NN cluster analysis, which classified them into three different regions (see in Fig. 7b cluster classification and the corresponding spectra in Fig. 7c). In this case it should be pointed out that the more significant differences found that lead to the classification of the spectra in clusters were differences in G- and G′-band wavenumbers. As can be seen in the insets of Fig. 7c, the G-band positions of the spectra are 1568, 1571 and 1575 cm−1, respectively for the blue, green and red spectra, while the G′-band appears at 2681, 2687 and 2690 cm−1. It seems that the spectrum corresponding to the interior of the carbon nanotubes shows the features at lower wavenumbers.
In order to corroborate it, we measured a Raman image of MWNTs dispersed in methanol and drop-dried on a glass support (Fig. 9a), measuring a total of 90 points per line and 90 lines per image at a surface of 72 × 72 μm with an integration time of 0.05 s. The set of spectra was submitted to analogous K-NN analysis than that described for SWNTs. In this case it can be concluded that aggregation affects the G-/D-band intensity ratio to a less extent. Fig. 9b shows the different regions of the clusters corresponding to the Raman spectra in Fig. 9c with the same colour code.
In the case of MWNTs, most of the characteristic bands of SWNTs such as the RBM Raman feature are not usually observed owing to the larger diameter of the outer tubes and the ensemble average of inner tube diameter broadens the signal. The less influence of the bundle state of the sample on MWNT features may be attributed to the presence of several layers. In the case of SWNTs the bands associated with isolated nanotubes are associated with a single-layer, while in the case of bundles of SWNTs the signal is influenced by the nanotubes present around them.
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