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Friedrichs model systems

MSN.69. A. P. Grecos and I. Prigogine, Kinetic and ergodic properties of quanmm systems— The Friedrichs Model, Physica 59, 77-96 (1972). [Pg.56]

So far we have considered quantum systems. Similar considerations can be applied to classical systems and, in particular, to the classical Friedrichs model [13, 19]. In the A representation we have flucmations. We can define transformed action variables like in the quanmm case. [Pg.146]

For A-particle systems, we define reduced operators depending on a finite number of particles. For the Friedrichs model considered in Section 11 we define the reduced operator associated to the particle by... [Pg.149]

Consider a simple example such as Friedrichs model, which corresponds to an excited atom interacting with a continuous photon field. Two cases are possible. The first one is when the frequency associated to the atom is outside the spectral range of the continuum. This case corresponds to integrable systems. We can then easily define a dressed excited state in terms of the density matrix. [Pg.6]

Winter G, Buhrke T, Lenz O, Jones AK, Forgber M, Friedrich B. A model system for [NiFe] hydrogenase maturation studies purification of an active site-containing hydrogenase large subunit without small subunit. FEES Lett 2005 579 4292-42%. [Pg.101]

FIGURE 247. A demonstration model of a coal-gas lighting system (Friedrich Accum, A Practical Treatise on Gas-Light, Third edition, London, 1816). [Pg.408]

Merkel B. J., Planer-Friedrich B. (2008) Groundwater Geochemistry A Practical Guide to Modeling of Natural and Contaminated Aquatic Systems. Berlin Springer, 230 p. [Pg.602]

Paheme emulsion model failed to describe the dynamic modulus of the PP/EPDM blends after radiation, because the viscosity ratio increased significantly and the rubber phase changed from deformed droplets to hard domains after radiation (Cao et al. 2007). Intercoimections among inclusions of the dispersed phase (Shi et al. 2006) and the existence of multiple emulsion (emulsion-in-emulsion) structure exhibiting different relaxation domains in compatibilized systems are other factors contributing to the failure of Palieme s model (Friedrich and Antonov 2007 Pal 2007). [Pg.772]

Dornier Systems Berichte zum pragnostischen Modell Neckar, Friedrichs-hafen... [Pg.445]

Katoen, J. (1998). Concepts, algorithms and tools for model checking, lecture notes of the course Mechanised Validation of Parallel Systems, Friedrich-Alexander University at Erlangen-Numberg. [Pg.27]


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See also in sourсe #XX -- [ Pg.139 , Pg.140 , Pg.141 , Pg.142 ]




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