- Autor(in)
- Referenz
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1 Ebeling, W., Ann. Physik 19 (1967) 104.
2 Ebeling, W., Physica 38 (1968) 378.
3 Ebeling, W., H. J. Hoffmann u. G. Kelbg, Beitr. Plasmaphysik 7 (1967) 233.
4 Ebeling, W., Ann. Physik 21 (1968) 315.
5 Huang, K., Statistische Mechanik II, B I Mannheim 1964.
6 Kraeft, W. D., u. D. Kremp, Z. Physik 208 (1968) 475.
7 Ebeling, W., G. Kelbg u. K. Rohde, Ann. Physik 21 (1968) 235.
8. Int. Conf. on Phen. in Ionized Gases 1967. Contributed Papers, Wien 1967, S. 274.
8 Landau, L. D., u. E. M. Lifschitz, Quantenmechanik, Nichtrelativistische Theorie, Moskau 1963 (russ.).
9 Gradstein, I. S., u. I. M. Ryshik, Tabelle der Integrale, Moskau 1962 (russ.).
Ann. Physik 20 (1968) 340.
Hoffmann, H. J., u. W. Ebeling, Beitr. Plasmaphysik 8 (1968) 43.
- Seitenbereich
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0033 - 0039
- Zusammenfsg.
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A statistical derivation is given of a general explicit formula for the free energy of low density plasmas, which was proposed in an earlier paper. Starting from the cluster expansion of the free energy of quantum plasmas, the generalized second virial coefficient is expressed in terms of the two particle scattering phase shifts, which are exactly known in the case of COULOMB interactions. The second virial coefficient is represented in form of a convergent series expansion in terms of the BORN interaction parameter ξ (<small>E</small><sup>2</sup>/<small>KT</small> λ), where λ is the thermal DE BROGLIE wavelength.
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- Forschungsartikel