- Autor(in)
- Referenz
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1 Ebeling, W., G. Kelbg u. K. Rohde, Ann. Physik 21 (1968) 235.
2 Kelbg, G., Ann. Physik 12 (1963) 354.
3 Kelbg, G., u. H. J. Hoffmann, Ann. Physik 14 (1964) 310.
Ann. Physik 19 (1967) 186.
Hoffmann, H. J., u. G. Kelbg, Ann. Physik 17 (1966) 356.
- Seitenbereich
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0001 - 0014
- Zusammenfsg.
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In part I of this paper the SLATER-sums of two charged particles were expanded in TAYLOR-series with respect to the distance between the particles. Using these expansions we calculate the binary SLATER-sums for small values of <I>r</I>(<I>r</I> < λ) λ-thermal wavelength). In the case of <I>r</I> > λ the binary SLATER-sums can be approximated by the classical BOLTZMANN-factor. In the intermediate region <I>r</I> ≍ λ we get the binary SLATER-sums by interpolation. For high temperatures we obtain KELBG's result. For special cases the binary SLATER-sums and the binary distribution functions are presented graphically and discussed.
- Artikel-Typen
- Forschungsartikel