22nd International Symposium on Plasma Chemistry July 5-10, 2015; Antwerp, Belgium Nanoparticle surface termination as a temperature probe T. Lopez1 and L. Mangolini1,2 1 2 Mechanical Engineering Department, UC Riverside, Riverside CA, U.S.A. Materials Science and Engineering Program, UC Riverside, Riverside, CA, U.S.A. Abstract: Non-thermal plasmas have been shown to heat particles to temperatures that well exceed the temperature of the surrounding carrier gases. We have measured the temperature of silicon nanoparticles produced in continuous flow non-thermal plasma reactor by monitoring their surface termination. In-situ, in-flight FTIR has been utilized to track changes in the surface termination of particles as they are suspended in the partially ionized gas. Correlation with the kinetics of thermally-induced hydrogen desorption allows obtaining the particle temperature as a function of process parameters. Keywords: Silicon, Particle Temperature, Surface Chemistry, Fourier Transform Infrared Spectroscopy (FTIR) 1. Introduction The correlation between plasma input parameters and the resulting particle size [1], structure [2, 3], and surface termination [2, 3] has allowed the community to reach a deeper understanding of the physical and chemical phenomena responsible for the production of nanoparticle in non-thermal plasma reactors. This understanding is expected to enable the use of plasma-produced nanomaterials for many applications, including for nanoelectronics [4], light emitting devices [5, 6], photovoltaics [7] and, thermal electric devices [8]. Particle size, structure, and surface termination are all particle properties that are directly correlated to the particle interactions with ions and other plasma produced radicals [9]. It has been shown that any combination of these properties can be obtained and controlled separately during particle production [1, 3]. Varying the pressure in the plasma reactor controls the residence time in the plasma, i.e. allowing for nanoparticle size control [1]. Structure has been shown to be a function of plasma input power and in-flight annealing temperature [1, 3]. While surface termination is first dependent upon choice of precursor (SiH 4 leads to hydrogen termination while SiCl 4 leads to a chlorine termination), it has also been shown to have a dependence on in-flight annealing temperatures. In-flight annealing of continuous flow nonthermal plasma produced particles can produce near bare surfaces of produced silicon particles [1, 3]. Moreover, nucleation, growth, and crystallization are all dependent on the phenomena occurring during interaction with the plasma. Crystallization in particular may be strongly dependent on the heating of particles in non-thermal plasmas [1, 3, 9]. Although these previous endeavours have had the ability to estimate a temperature a particle must achieve for nucleation or crystallization to occur within a plasma, there has yet to be an empirical measurement of particle temperature during interaction with the plasma. This contribution details an empirical P-II-7-16 in-situ measurement of particle temperature as a function of plasma power input, by ways of monitoring surface morphology via in-situ FTIR. 2. Experimental A continuous flow non-thermal plasma reactor modified specifically for in-situ FTIR absorbance measurements has been utilized to monitor particle surface termination due to plasma interactions. A schematic of this reactor is shown in figure 1. The reactor utilized in this experiment is comprised of two separate Figure 1: Modified continuous flow non-thermal plasma reactor optimized for in-situ FTIR measurements. continuous flow non-thermal plasma reactors. The first is a 3/8” tube 6” long that flares out to 1”. It is then connected to a 1” quartz tube that is offset by 900. The primary plasma is ran with 70 sccm SiH 4 (1.38% silane in Ar), 30 sccm Ar, and 5 sccm H 2 . The reactor uses a dual ring electrode setup, utilizing a 13.56 MHz power supply, and a T-matching network allowing for a capacitive coupled plasma to be struck and maintained. The power supply is set to 30 watts and the pressure is at 3.5 Torr. These conditions create crystalline silicon nanoparticles that are 5-10 nm in size and with hydrogen terminated 1 surface. The second plasma is offset from the primary plasma by 900 it is fused together at the end of the primary plasma reactor’s 1” tube. The second reactor is 30” long, 20” of which is utilized for the secondary plasma. A parallel plate electrode setup is utilized in the secondary plasma, this allows for a very uniform plasma to be maintained throughout the length of the reactor. The secondary plasma is comprised of the remaining argon and hydrogen that flow through the system along with the silicon nanoparticles produced in the primary plasma. The ability to create a stable 20” long plasma allows achieving a sufficiently long optical path for the in-flight IR detection of the silicon particles. The secondary plasma uses a separate power supply and Tmatching network, which allows controlling the power in the secondary plasma completely independently from the nanoparticle-producing step. 3. Results and Discussion Kramer et al.[10] have shown that an increase in input power in a plasma leads to an increase in the production of argon ions and atomic hydrogen, leading to an increase in particle temperature (see inset of figure 1). In our experiment we control the electrical power input to the second plasma while monitoring the amount of hydrogen present at the surface of the particles. It is well established for many different systems, i.e. nanoparticles [9] and thin films [11], that the amount of hydrogen left on a particular surface is dependent upon the surface temperature, as shown in figure 2. In figure 2A we show the FTIR spectra for a porous silicon thin film heated to different temperatures. Figure 2B and 2C show the integral of the intensity of the FTIR spectra associated with the vibrational modes of the surface hydrogen. In both cases the broad absorption cantered at 2080cm-1 and 980 cm-1 are representative of the different vibrational modes of the for SiH x , where x=1,2,and 3. As the temperature increases the amount of hydrogen left on the surface decreases (figure 2B). In previous works [2, 9] we have shown very similar results by performing in-situ FTIR measurements of in-flight annealed nanoparticles (figure 2C). In more recent work we have resolved the surface termination of particles while they are suspended in a plasma (see figure 3), revealing that a correlated measurement of particle temperature could be made based on particle surface termination. It is known that by increasing temperature the value of the integral intensity decreases [9, 11], as shown in figure 2B and 2C. By comparing FTIR absorption spectrum collected from the plasma to those collected previously in annealing studies and from the literature a direct correlation of surface termination to particle temperature can be made. Furthermore, by taking FTIR absorbance measurements of the particles as they are flowing through the second plasma allows for an empirical measurement of the particles temperature as a function of plasma input power. In figure 3 we show the spectrum of the gases and particles flowing out of the primary plasma, with no secondary plasma running. This spectrum shows that all of the silane from the primary plasma has been consumed and converted into particles. Moreover, a clear broad IR absorption feature at 2180 cm-1 due to hydrogen surface termination is present, inset figure 3. Figure 3: FTIR Absorbance of particles without secondary plasma. Inset: Broad absorbance centered at 2080 cm-1 associated with the SiHx (x=1,2,3) vibrational modes of hydrogen terminated silicon Figure 2: (A) FTIR of porous hydrogen terminated thin film [11]. (B) Integral area of the peaks shown in (A). (C) Integral area for the case of in-flight annealed hydrogen terminated silicon nanoparticles. 2 Figure 4 shows three IR absorption spectra taken at different secondary plasma powers. As one can see, the hydrogen surface termination is decreasing as the plasma power input is increasing. As plasma power increases the amount of ions and radicals within the plasma is expected to increase, leading to more intense nanoparticle heating. These measurements suggest that the amount of heating may be sufficient to lead to efficient desorption of hydrogen from the nanoparticle surface, consistent with the decreased absorption from surface silicon hydrides in the FTIR spectra. P-II-7-16 Figure 3: FTIR Absorbance of particles in secondary plasma for powers of 15, 20, and 30 watts. 4. Conclusion Preliminary data shows that changes in the hydrogen termination can be observed as silicon nanoparticles flow through a plasma, as a function of electrical power input. The data suggests that the amount of hydrogen coverage of these particles is dependent upon the plasma power, with higher power leading to a decrease in hydrogen surface coverage. We tentatively interpret this observation in terms of heating of the particles while in the plasma. Sufficient particle heating that leads to thermal desorption of hydrogen is likely occurring within the plasma. A complete characterization of the nanoparticle-plasma interaction based on the data acquired using such experimental set-up will be presented and discussed. P-II-7-16 5. References [1] L. Mangolini, E. Thimsen, and U. Kortshagen, Nano Lett. 5, 655 (2005). [2] O. Yasar-Inceoglu, et al., Nanotechnology 23, 255604 (2012) [3] Lopez, T., et al. Nanoscale, 2014. 6.3 p.1286-1294 [4] S. Oda, Materials Science and Engineering, 2003, B101, 19-23. [5] K.-S. Cho, et al., Shin, Applied Physics Letters, 2005, 86, 071909. [6] K.-Y. Cheng, et al., Nano Letters, 2011, 11, 19521956. [7] C.-Y. Liu, Z. C. Holman and U. R. Kortshagen, Nano letters, 2009, 9, 449-452 [8] Garay, J. E. Annual review of materials research 40 (2010): 445-468. [9] Lopez, Thomas, and Lorenzo Mangolini. Journal of Vacuum Science & Technology B 32.6 (2014): 061802. [10] N. J. Kramer, R. J. Anthony, M. Mamunuru, E. S. Aydil, and U. R. Kortshagen, J. Phys. D: Appl. Phys. 47, 075202 (2014). [11] P. Grupta, et al., Physical Review B, vol. 37, 14 (1988) 3
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