- Autor(in)
- Referenz
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10 White, D. R., u. W. H. Louisell, Phys. Rev. A, 1 (1970) 1347.
11 Welsch, D., Diss., Univ. Jena 1971.
12 Puthoff, H. E., The Stimulated RAMAN Effect and its Application as a Tunable Laser, Technical Report, Microwave Laboratory, Stanford University, Stanford, 1967.
1 Welsch, D., Ann. Phys. Leipzig, im Druck.
2 Senitzky, I. R., Phys. Rev., 119 (1960) 670.
3 Lax, M., J. Phys. Chem. Solids, 25 (1964) 487.
4 Sauermann, H., Z. Phys., 188 (1965) 480.
5 Haken, H., u. W. Weidlich, Z. Phys., 189 (1966) 1.
6 Paul, H., Lasertheorie II, Akademie-Verlag, Berlin 1969.
7 Graham, R., u. H. Haken, Z. Phys., 210 (1968) 276.
8 Graham, Z. Phys., 210 (1968) 319.
9 Graham, Z. Phys., 211 (1968) 469.
- Seitenbereich
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0221 - 0230
- Zusammenfsg.
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Two kinds of stationary R<small>AMAN</small> oscillators are investigated theoretically for molecular crystals. The calculations are done firstly for the generation of one first order anti-S<small>TOKES</small> mode and secondly for the generation of one second order S<small>TOKES</small> mode. By using a quantum theoretical model described in an earlier paper for treatment of molecular crystals R<small>AMAN</small> scattering is assumed to be polariton scattering. Within this framework coupled nonlinear equations for the polariton operators of the excited modes are derived, stationary occupation numbers for the different modes and threshold conditions are calculated. The influence of phase fluctuations of the pump wave on the line widths of the R<small>AMAN</small> modes are investigated.
- Artikel-Typen
- Forschungsartikel