ライブラリ登録: Guest
Begell Digital Portal Begellデジタルライブラリー 電子書籍 ジャーナル 参考文献と会報 リサーチ集
High Temperature Material Processes: An International Quarterly of High-Technology Plasma Processes
SJR: 0.137 SNIP: 0.341 CiteScore™: 0.43

ISSN 印刷: 1093-3611
ISSN オンライン: 1940-4360

High Temperature Material Processes: An International Quarterly of High-Technology Plasma Processes

DOI: 10.1615/HighTempMatProc.v15.i2.20
pages 97-104

CALCULATION OF COMBINED DIFFUSION COEFFICIENTS FROM THE SIMPLIFIED THEORY OF TRANSPORT PROPERTIES

V. Rat
PCTS -CNRS UMR 6638, University of Limoges, 123 av. A. Thomas, 87060 Limoges cedex, France
P. Andre
Laboratoire Arc Electrique et Plasmas Thermiques CNRS FRE 3120, Phys. Bât. 5 - Université Blaise Pascal, Aubière Cedex, France; and P.R.E.S. Clermont Université, Clermont-Ferrand Cedex 1, France
Jacque Aubreton
SPCTS University of Limoges, 123 av. A. Thomas, 87060 Limoges cedex, France
M. F. Elchinger
SPCTS University of Limoges, 123 av. A. Thomas, 87060 Limoges cedex, France
Pierre Fauchais
Laboratoire Sciences des Procedes Ceramiques et de Traitements de Surface UMR CNRS 6638 University of Limoges 123 avenue Albert Thomas, 87060 LIMOGES - France
A. Lefort
Laboratoire Arc Electrique et Plasmas Thermiques, Université Blaise Pascal, CNRS UMR 6069, 24 avenue des Landais, F63177 Aubiére Cedex, France

要約

The aim of this study is to check if it is possible to use the combined diffusion coefficients introduced by Murphy at equilibrium in a two-temperature model (electron temperature Te different from that of heavy species Th) such as that defined by Devoto or Bonnefoi for transport properties. Murphy's coefficients describe the diffusive mixing of two non reactive ionized gases while the Devoto's or Bonnefoi's simplified theories allow the calculation of transport coefficients (except diffusion) out of thermal equilibrium. It has to be noticed that in the latter case when Te tends towards Th, the results are those obtained with an equilibrium calculation. The two-temperature (2-T) theory of transport properties was established by separating electrons and other species because of their mass difference. First, the exact combined diffusion coefficients of Murphy are calculated for an Ar-N2 (50 wt%) mixture at atmospheric pressure. Then, expressions of combined diffusion coefficients are obtained using the simplified theory of Bonnefoi. The results of the calculation of combined diffusion coefficients from the simplified theory of transport properties, assuming equilibrium is achieved (Te = Th), is compared with those of Murphy at equilibrium. It is shown that large discrepancies occur when ionization is important. These results prove that the simplified 2-T theory cannot be used for the treatment of diffusion. Thus, a new theory of transport coefficients has to be developed taking into account the coupling of electrons and heavy species and work is in progress.


Articles with similar content:

CALCULATION OF COMBINED DIFFUSION COEFFICIENTS FROM THE SIMPLIFIED THEORY OF TRANSPORT PROPERTIES
Progress in Plasma Processing of Materials, 2001, Vol.0, 2001, issue
A. Lefort, M. F. Elchinger, Jacque Aubreton, Pierre Fauchais, V. Rat, P. Andre
TRANSPORT COEFFICIENTS IN NON-EQUILIBRIUM ARGON-HYDROGEN THERMAL PLASMAS
Progress in Plasma Processing of Materials, 2003, Vol.0, 2003, issue
A. Lefort, M. F. Elchinger, Jacque Aubreton, Pierre Fauchais, V. Rat, P. Andre
TWO-TEMPERATURE PLASMA COMPOSITION IN SF6 PLASMA : A KINETIC MODEL
Progress in Plasma Processing of Materials, 1999, Vol.1, 1999, issue
J. B. Belhaouari, Alain Gleizes, J. J. Gonzalez, R. Girard
CALCULATION OF A TWO-TEMPERATURE PLASMA COMPOSITION IN MOLECULAR GASES; EXAMPLE OF SF6
Progress in Plasma Processing of Materials, 1999, Vol.1, 1999, issue
P. Krenek, Alain Gleizes, J. J. Gonzalez, B. Chervy
EVALUATION OF ENERGY EFFICIENCY OF THE ALUMINOTHERMIC PROCESS OF PRODUCING METAL COMPOSITE MATERIALS BY THE CRITERIA OF THE MAXIMUM SELF-HEATING TEMPERATURE AND THE AGGREGATE STATE OF OXYGEN EXCHANGE REACTION PRODUCTS
Nanoscience and Technology: An International Journal, Vol.6, 2015, issue 4
M. M. Karashaev, Yu. A. Abuzin, R. A. Sokolov