22nd International Symposium on Plasma Chemistry July 5-10, 2015; Antwerp, Belgium In-situ OES characterization of aniline plasma and correlation with its plasmapolymer A. Aziz Ndiaye1, A. Lacoste2, A. Bes2, A. Zaitsev1, F. Poncin-Epaillard1 and D. Debarnot1 1 Université du Maine, Institut des Molécules et Matériaux du Mans (IMMM), UMR CNRS 6283, avenue Olivier Messiaen, 72085 Le Mans, France 2 Université Grenoble Alpes, LPSC, CNRS/IN2P3, 53 rue des Martyrs, 38026 Grenoble Cedex, France Abstract: Aniline plasma is generated in a multi-dipolar microwave plasma at very low pressure. The emission spectrum shows characteristic emissions of electronically excited fragments such as CN, CH, NH, C 2 , H 2 , N 2 , N 2 +, and H-Balmer. Correlation between the OES and XPS/TFIR data allowed deducing preponderant reaction pathways such as the dehydrogenation of CH and NH groups initiating the formation of H-Balmer and the PANI growth. Keywords: aniline, polymer, optical emission spectroscopy, non-equilibrium plasma 1. Introduction Aniline polymeric thin films (PANI) present great challenge for a wide range of promising applications as chemical sensors [1-8]. Such films prepared with plasma technology have structure and sensing properties depend on discharge power [9,10]. To date, there is only limited information about the aniline plasma emission itself [11-13]. Herein, we report the detailed OES study of ANI plasma created in a distributed multi-dipolar plasma (DMDP) device [14-15]. OES measurements performed at high resolution allow detecting all chemically active species resulting from the fragmentation of ANI monomer unit in the UV-NIR region. The evolution of the main active species concentrations was considered by conducting a parametric study. This enabled us to establish and predict optimal conditions for obtaining adequate PANI thin films. The variable parameters are the discharge power determined by the number of the microwave applicators (MwAs) and the power applied to it. Finally, a correlation between the aniline OES data and the PANI films analyzed by XPS and FTIR spectroscopies is established in order to enlighten the film growth mechanism. Reaction routes of CN, CH and C 2 species formation are explored to deduct preponderant chemical reaction. Relative contribution of the dehydrogenation of C-H and N-H groups in the H-Balmer line intensity is also established for predicting the dominant initiation reaction for H-Balmer production. 2. Experimental part Very low-pressure ANI plasma is obtained through 12 MwAs, each of them ending with a dipole magnet that ensures the electron cyclotron resonance (ECR) coupling at 2.45 GHz frequency. The applicators are uniformly distributed on one ring on the wall of the plasma chamber and individually powered by a microwave generator via a divider guide. Each applicator is also provided by an P-I-1-12 impedance matcher meant to reduce the reflected power below 10% of the incident value. The discharge power (defined as number of MwAs × power/MwA) can be controlled through the power supplying each applicator as well as by the number of powered applicators. The microwave power, which ensures the viability and the homogeneity of the plasma around each magnetic dipole, is about 5 W/MwA, i.e., 60 W of discharge power when 12 MwAs are powered. It can be further diminished by a selective activation of the applicators (e.g., one of two) while the others are disconnected. In this manner, the discharge power can be reduced to 30 W (5 W/MwA) whilst preserving the plasma uniformity thanks to the magnetic coupling between adjacent applicators. Indeed, the energetic electrons of the plasma produced by an activated applicator are trapped in the magnetic lines of their neighbors, leading thus to a discharge power redistributed over the set of applicators and to the plasma homogenization in the useful volume of the process chamber. The ANI plasma was analyzed by OES. The radiation of ANI plasma was then collected through a quartz window located at mid-height of the plasma chamber and transmitted through an optical fiber (Ø = 1 mm in diameter and L = 3 m in length) using Jobin Yvon Horiba TRIAX 320 scanning monochromator (grating 1200 grooves/mm blazed at 500 nm; focal length of 320 mm; f/4.1 in aperture ratio; high spectral resolution of 0.06 nm in the first order for diffraction; dispersion of 2.64 nm/mm). This monochromator is connected to a JY Symphonie CCD camera-array 1024x256 pixel. This spectrometer is coupled with the SynerJY software for the control and acquisition of the spectral data. The apparatus function ∆λ app of the optical set-up assimilated to a Gaussian profile with FWHM, is calculated from the well-known relation ∆λ app = FWHM x f p x D-1, where FWHM is expressed in pixels, D-1 represent the grating dispersion (2.64 nm/mm) and f p defines the pixel size 1 3. Results and discussion 3.1. Active Species Analysis Optical emission spectrum were collected for MwAs = 6 and P = 50W/MwA. Although these spectra are rich in optical emission features, most of atomic lines or molecular band systems can be identified. The appearance of these different emission bands with various intensities clearly shows the fragmentation of ANI monomer unit and the formation of excited species in the plasma with principal features: (i) the first three Balmer line series and (ii) the CN(B2Σ u +→X2Σ g +) violet system in its ∆v = 0 vibrational band sequence. The carbon resonant line C(3s 1P 1 →2p2 1S 0 ) (247.86 nm) that is commonly observed in other plasma sources containing organic precursors [16-18] is not detected here, probably due to its short residence time in the plasma. It is important to emphasize that some vibrational bands with very low intensities are attributed to NH 2 species at λ = 543 nm, 573 nm, 630 nm, 633 nm and 664 nm. One can also note the presence of an unidentified weaker line with a peak at 972.55 nm that is supposed to be the Meinel band transition N 2 +(A2Π u -X2Σ g +)(3,2) (973.33 nm). The ANI spectrum clearly shows the existence of two important emission bands of H 2 molecule which correspond respectively to H 2 (G-B) and H 2 Fulcher-α structures [19]. These hydrogen molecular bands have much lower intensities probably due to their high recombination rate. One particularity of the ANI plasma at very low-pressure is the presence of Balmer lines, not detected under higher pressure (50 - 100 mTorr) [11-13] illustrating the important role played by dehydrogenation of ANI during the polymerization. This could be related to higher electron temperature (T e ). Nevertheless, since chemical bond dissociation energies of C-H (4.30 eV) and N-H (4.04 eV) are close [20], it remains arduous to define the relative contribution of the dehydrogenation of C-H and N-H groups in H-Balmer line intensities. 3.2. Effect of Discharge Power The impact of the discharge power on the emission line intensities shows no disappearance, neither nor creation of new species in the discharge. The dependence of intensity ratios (C 2 /CN, CH/C 2 , H α /NH, H α /CH, CH/CN) on the power/MwA indicates a monotonic increase with a more or less pronounced slope break (depending on the type of the followed species). The overall increasing trend reveals an increase of species concentrations due to changes of the main plasma parameters, i.e., the rising of the electron density and temperature (N e , T e ) when the 2 power/MwA is increased. Indeed, the rise of both parameters, N e and T e , is usually met in reactive plasmas in the low and very low pressure range [13]. The behaviour of the intensity ratios makes obvious that the kinetics of the reactions leading to the fragmentation of the ANI monomer follows an established reaction pathway. This, for example (Fig. 1), promotes a more significant production of CH than that of CN species over all considered power range. However, the slope break (observed about 20 W/MwA) suggests a change in the reaction pathways and a new balance between the creation and losses of the plasma species. This indicates that there are two distinct operating regimes according to the value of power/MwA. Regarding the influence of the number of MwAs, it can be observed that the ratio of the emission lines is about the same for a given discharge power, e.g., ~0.14 at 240 W produced either by 12 applicators powered at 20 W/MwA or 6 applicators powered at 40 W/MwA. Therefore, the plasma parameters for both experimental conditions are similar and confirm the plasma production around all MwAs, activated or not. The microwave power is therefore redistributed to all MwAs, and 240 W of discharge power would correspond to an average power of 20 W per applicator. 0.20 CH/CN Intensity Ratio (25 µm). The calculated value of ∆λ app gives 0.27 nm for an entrance slit equal to 0.2 mm. All emission spectra were collected for a monochromator entrance slit of 0.2 mm. For each experimental condition, a total of 10 spectra are averaged over an integration time of 10 ms, with a background correction performed by subtracting the baseline. Slope 2 0.16 1 pe Slo 0.12 0.08 MwA = 6 MwA = 12 0.04 0.00 0 120 240 360 480 Discharge Power (W) 600 Fig. 1. Dependence of the intensity ratio CH/CN on the discharge power of ANI plasma. A similar behavior is also observed for the dependence of H α line intensity on power/MwA. For the two configurations, the slope break separating the two regimes, is clearly distinguished at 20 W/MwA for MwA = 12 and at 40 W/MwA for MwA = 6. On the other hand, by following the dependence of the intensity with the total discharge power the slope break is positioned at the same value of 240 W for both configurations, i.e. at an average power of 20 W per applicator. 3.3. Amine group selectivity in low pressure conditions In our study, an important observation can be extracted from the same analysis performed for the (NH/N 2 ) ratio, following its evolution as a function of the total discharge power (Fig. 2). It is noteworthy to indicate that the ratio between NH(A-X)Q(0,0) and N 2 (C-B)(0,0) intensities is lower than one (I NH(A-X)Q(0,0) / I N2(C-B)(0,0) ≤ 1) for discharge power ≤ 240 W (or less than ~20 W of average power per P-I-1-12 1.6 1.4 1.2 INH/IN2 1.0 0.8 0.6 0.4 0.2 0.0 0 100 200 300 400 500 600 Discharge power (W) Fig. 2. Dependence of the NH(A-X)Q(0,0) / N 2 (C-B)(0,0) intensity ratios on the discharge power. applicator) which corresponds to an average power threshold. This threshold is defined here as the limit over which PANI films do not reproduce the properties of the precursor, thus separating the two operating regimes aforementioned. This indicates that an increasing of the NH(A-X)Q(0,0) intensity with the discharge power (or average power per applicator) originates from the loss of the NH 2 group in the polymerization, and therefore of the chemical functions for deposited PANI thin films. To explain this effect, it is just necessary to take into account both the ANI monomer fragmentation rate and the hydrogen atomic concentration in the plasma when the average power per applicator is increased. The dehydrogenation rate of the monomer in the discharge becomes more important with increasing the discharge power. Accordingly, the NH 2 group retention is achieved in very low pressure ANI plasma for an average threshold power per applicator less than 20 W (or 240 W of discharge power). These results reflect that for an adequate PPANI thin film deposition, the microwave powers must be lower than the average threshold power per applicator. 3.4. Discussion of reaction mechanism: correlation plasma properties/thin film characteristics The mechanism of CN formation from an organic compound in a pulsed helium atmospheric plasma was directly linked by the set of chemical recombination reactions [11, 21-23]: CH + N 2 → CN + NH NH + CH → CN + H 2 2C + N 2 → 2CN 2C + 2NH → 2CN + H 2 C + C + M → C2 + M CN + C → C 2 + N CH + C → C 2 + H (1) (2) (3) (4) (5) (6) (7) Additionally, in the nitrogen-containing organic compounds such as ANI, CN can be directly produced from the bombardment with energetic He(2s 3S 1 ) metastable atoms (19.82 eV) and He+ ions (24.6 eV) [11]. P-I-1-12 In our case, at very low pressure conditions, all previously mentioned pathways for the fragmentation of ANI and CN production are valid and the prevalence of one or other mechanism can depend on the plasma properties like N e and T e . Indeed, the molecular plasma chemistry involving the formation of radical fragments is a complex phenomenon, because formation of molecular species will be either from the direct ejection of radicals or by recombination reaction processes between the atomic species present in the plasma. Therefore, it depends greatly from discharge conditions. To attempt understanding the pathways of formation of excited species in the plasma mainly those of CN, CH, NH and C 2 species formation, a methodology based on the correlations between these radiating species and the PANI material structure has been employed. Correlation between the solid phase analyzed by XPS and FTIR methods and the plasma phase were realized. The drawing of a linear regression line associated to the point cloud has enabled us to determine the correlation coefficient factor R2 which measures the linear correlation degree between these two phases. Strong correlation coefficient R2 have been obtained between CN emission and C-H, N-H, C 2 bond signals in solid phase. However, CN emission does not correlate with %C and %N in solid phase. This indicates that in our discharge conditions, CN radicals cannot be formed from chemical reaction (3), (4) but probably from reaction (1), (2) or recombination of C 2 and N 2 [24]. The chemical reaction (5) is known to be highly endothermic with activation energy of about 1.8 eV [25]. It then requires extreme heating which can be obtained from higher temperature prevailing in our discharge conditions. These reaction pathways for CN molecule generation will be confirmed by the correlation between CN emission and CN(C-N+C≡N) bond signals respectively located at But unfortunately, the 1310 cm-1 and 2213 cm-1. determination of peak area of CN in solid phase is very difficult mainly due on the one hand, to the natural weakness of the C-N stretch band and on the other hand, to the possible presence of C-O stretch band (1000 - 1300 cm-1) which introduces a non-estimable uncertainty in the integration of C-N + C≡N peak area. Our results for CN and C 2 production pathways agree with the recent study relative to some series of organic polymers [24]. 3.5. Discussion of Initiation Reaction for H-Balmer Emissions The same approach than the one in the previous section has been used to illustrate the relative contribution of the dehydrogenation of C-H and N-H groups in the H-Balmer line intensities. For this purpose, the emission intensity ratios of (H α /CH) and (H α /NH) were been firstly investigated. The CH radical is more emissive than the NH ones mainly due on the one hand, that CH(A-X; 2.88 eV) system is easier to excite than that of NH(A-X; 3.70 eV) and on the other hand, the line strengths of 3 CH(A-X) are greater than those of NH(A-X) system. The ANI monomer contains five chemical bonds C-H and two N-H bonds. Due to their similar dissociation probability, there are more CH radicals than those of NH ones in the discharge. Therefore, in order to reliably determine the contribution of C-H and N-H groups in H-Balmer emission intensities, correlation between H α emission and %N-H as well with C-H in solid phase have been carried out. The (CH/H α ) correlation degree is R2 = 0.68 for MwA = 6 and R2 = 0.78 for MwA = 12, while for (%NH/H α ) we found R2 = 0.58 for MwA = 6 and R2 = 0.75 for MwA = 12. From these correlation data, one can deduct that C-H and N-H groups quasi participate similarly to the initiation reaction for H-Balmer line production. 4. Conclusion This work shows that the discharge is widely dominated by the CN(B-X) (∆v = 0), H α and H β radiations. An important effect relative to the prevalence between the NH(A-X)Q(0,0) and N 2 (C-B)(0,0) emission intensity according to the discharge power/source value is observed in this study. Indeed, it is found that NH(AX)Q(0,0)/N 2 (C-B)(0,0) ≤ 1 only for discharge power/source ≤ (20-25) W/MwA. This indicates that there are two different operational regimes characterized by two domains of electron population: a “cold” one and a “hot”. This OES diagnostic pointed out that retention of NH 2 groups for deposition plasma-PANI films is achieved at microwave discharge power/source ≤ (20-25 W/MwA). Correlation between the OES data and the XPS/FTIR ones allowed us to demonstrate that the insitu characterization of the plasma phase is an important predictive tool of physicochemical properties for deposited thin films. 5. References [1] X. Jing, Y. Wang, D. Wu and J. Qiang. Ultrasonic. Sonochem., 14, 75 (2007) [2] C. Nastase, F. Nastase, A. Vaseashta and I. Stamatin. Prog. Solid State Chem. Adv. Funct. Nanomaterials, 34, 181 (2006) [3] A.A. Athawale, S.V. Bhagwat and P.P. Katre. Sens. Actuators B, 114, 263 (2006) [4] C. Nastase, F. Nastase, A. Dumitru, M. Ionescu, and I. Stamatin. Composites A, 36, 481 (2005) [5] D. Nicolas Debarnot and F. Poncin Epaillard. Anal. Chim. Acta, 475, 1 (2003) [6] A.L. Kukla, Yu.M. Shiishov and S.A. Piletsky. Sens. Actuators B, 37, 135 (1996) [7] V.V. Chabukswar, S. Pethkar and A.A. Athawale. Sens. Actuators B, 77, 657 (2001) [8] Z. Jin, Y. Su and Y. Duan. Sens. Actuators B, 72, 75 (2001) [9] T. Mérian, D. Debarnot, V. Rouessac and F. Poncin-Epaillard. Talanta, 81, 602 (2010) 4 [10] D. Debarnot, T. Mérian and F. Poncin-Epaillard. Plasma Chem. Plasma Process., 31, 217 (2011) [11] Z. Jin, Y. Su, and Y. Duan. Anal. Chem., 73, 360 (2001) [12] T. Barman and A.R. Pal. Appl. Surface Sci., 259, 691 (2012) [13] A.A. Hussain, S. Sharma, A.R. Pal, H. Bailung, J. Chutia and D.S. Patil. Plasma Chem. Plasma Process., 32, 817 (2012) [14] J. Pelletier. in: High Density Plasma Sources: Design, Physics and Performance (O.A. Popov; Ed.) (Park Ridge, NJ: Noyes Publications) 380 (1996) [15] S. Béchu, O. Maulat, Y. Arnal, D. Vempaire, A. Lacoste and J. Pelletier. Surf. Coat. Technol., 186, 170 (2004) [16] P. Lucena, A. Doña, L.M. Tobaria and J.J. Laserna. Spectrochim. Acta B, 66, 12 (2011) [17] M. Lino da Silva, D. Vacher, M. Dudeck, P. Andre and G. Faure. Plasma Sources Sci. Technol., 17, 035013 (2008) [18] S. Sreedhar, E.N. Rao, G.M. Kumar, S.P. Tewari and S.V. Rao. Proc. Spie., 8710, 871012 (2013) [19] U. Fantz, B. Schalk and K. Behringer. New J. Phys., 2, 7.1 (2000) [20] H.S.M. Kobayashi and A.T. Bell. Contrib. J. Macromol. Sci. A, 8, 373 (1974) [21] A.A. Ndiaye and V. Lago. Plasma Sources Sci. Technol., 20, 015015 (2011) [22] Z. Zelinger, M. Novotny, J. Bulir, J. Lancok, P. Kubat and M. Jelinek. Contrib. Plasma Phys., 43, 426-432 (2003) [23] Q. Ma and P.J. Dagdigian. Anal. Bioanal. Chem., 43, 3193 (2011) [24] F.C. De Lucia and J.L. Gottfried. J. Phys. Chem. A, 117, 9555 (2013) [25] M. Dong, J. Lu, S. Yao, Z. Zhong, J. Li, J. Li and W. Lu. Opt. Express., 19, 17021 (2011) P-I-1-12
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