1999
DOI: 10.1103/physreve.60.887
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Modeling of particulate coagulation in low pressure plasmas

Abstract: In this paper we study the growth of nanometer particles in low pressure plasmas due to coagulation. We describe results of a model which involves the self-consistent determination of plasma properties, the description of particle charging, as well as the description of the particle size distribution via solution of the general dynamic equation for an aerosol. Our results show that particle coagulation in the low pressure plasma is enhanced compared to coagulation in neutral aerosols due to the attraction of o… Show more

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Cited by 193 publications
(183 citation statements)
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“…Generally, with increasing gas pressure (meaning collision frequency) the transferred energy increases for z << f, exhibits a maximum at f = z, and decreases for z >> f [9,66,67]. Most of the theoretical considerations on electrical charging of particles, on coagulation, or selective particle heating have been developed for non-thermal low pressure RF plasmas [47,[68][69][70][71]. Analogous considerations for microwave plasmas are seldom, but exist.…”
Section: Energy Transfer In a Microwave Plasmamentioning
confidence: 99%
See 1 more Smart Citation
“…Generally, with increasing gas pressure (meaning collision frequency) the transferred energy increases for z << f, exhibits a maximum at f = z, and decreases for z >> f [9,66,67]. Most of the theoretical considerations on electrical charging of particles, on coagulation, or selective particle heating have been developed for non-thermal low pressure RF plasmas [47,[68][69][70][71]. Analogous considerations for microwave plasmas are seldom, but exist.…”
Section: Energy Transfer In a Microwave Plasmamentioning
confidence: 99%
“…Whereas in the beginning of research activity in this field mainly feasibility of all kind of materials was in the focus of research, later on also theoretical considerations on microwave plasmas combined with a deeper understanding of the processes occurring in the plasma, and the interaction between different species in the plasma were of interest in the several groups [46][47][48][49][50]. Finally, in the last decade the properties and the application potential of the resulting materials have increased very much in interest [20,[51][52][53][54][55][56][57][58][59][60].…”
Section: Microwave Plasma Synthesis Of Particulate Matter In the Histmentioning
confidence: 99%
“…Kortshagen and Bhandarkar solved the so-called general dynamic equation, adopted from aerosol physics, in a 0D model, to obtain the particle size distribution by coagulation [34]. The latter approach, but in 1D, was also adopted by De Bleecker et al [35].…”
Section: Modeling Of Nanoparticle Formation In Plasmasmentioning
confidence: 99%
“…First, Si atoms are clusterized and the cluster grows to a few nanometers in the plasma in the first ~ 100 ms. After that, the particles start to coagulate with each other by Coulomb attractive force between negatively and positively charged particles, and rapidly grow to a size of 50-60 nm. Finally, the coagulation process stops, and the particles continue to grow by molecular sticking as in this stage almost all of the particles are charged negatively [26].…”
Section: Growth Kinetics Of Nanoparticles In a Plumementioning
confidence: 99%
“…In the Ar gas ambience Cn/Cn + may grow up to a nanometer size particle in plume due to impingement of a lot of Cn/Cn + (n = 1-3). However, in the Ar plasma ambience the mechanism of enhancement of the particle growth could be examined taking into account the following discussion made in SiH4 plasma CVD [23][24][25][26], since no information on carbon is available.…”
Section: Growth Kinetics Of Nanoparticles In a Plumementioning
confidence: 99%