No CrossRef data available.
Article contents
A Mathematical Representation of the ion Nitriding Process
Published online by Cambridge University Press: 25 February 2011
Abstract
A mathematical formulation and computed results are presented to describe the velocity fields, temperature fields and concentration of the activated species in an ion nitriding process, operated at 1–5 torr pres-sure. The theoretical predictions, which are based on the two-dimensional trasnport equations and on a model for computing the electron number density, gave results in broad agreement with experimental findings reported by others for similar systems.
- Type
- Research Article
- Information
- Copyright
- Copyright © Materials Research Society 1987
References
REFERENCES
1.
Michel, H. and Gantois, M.: Proc. 18th Intl. Conf. on Heat Treatment of Materials, ASM, Detroit, MI (May, 1980).Google Scholar
2.
Gerardin, D., Morniroli, J.P., Michel, H. and Gantois, M.: J. Mat. Sci.
16: 159 (1981).Google Scholar
3.
Hajjaji, M. El, Foos, M., Michel, H. and Gantois, M.: Scripta Metall. 17: 879 (1983).Google Scholar
8.
Gordiets, B.F., Mamedov, Sh. S. and Shelepin, L.A.: Vibrational kinetics of anharmonic oscillators under essentially non-equilibrium condi-tions.
Sov. Phys. JETP, 40(4): 640 (1975).Google Scholar
9.
Rhee, S., Szekely, J. and Ilegbusi, O.J.: On three-dimensional transport phenomena in CVD processes. Submitted to J. Electrochem. Soc. (1987).Google Scholar
10.
Capitelli, M., Dilonardo, M. and Gorse, C.: Coupled solution of the collisional Boltzman equation for electrons and heavy particle master equation in nitrogen.
Chem. Phys.
56: 29–42 (1981).Google Scholar
11.
Marchand, J.L., Michel, H., Gantois, M. and Ricard, A.: Proc. 1st Intl. Conf. on Ion Nitriding, ASME, Cleveland, Ohio (1986).Google Scholar