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Ziman model

J.M. Ziman, Models of disorder, 1979, University Press, Cambridge,... [Pg.528]

J. M. Ziman, Models of Disorder the Theoretical Physics of Homogeneously Disordered Systems. Cambridge Cambridge University Press, 1979. [Pg.374]

Ziman model. This model is based on a consideration of Bragg reflection for electron waves (Fig. 3.8). When the individual reflections add in phase, the Bragg relationship... [Pg.30]

Concentration as well as temperature dependences of p in both the amorphous [5.86-89] and the liquid state [5.90-92] are understood in the framework of the diffraction or extended Faber-Ziman model [5.90, 92, 93]. Experimentally determined total as well as model partial-structure functions have been successfully applied. Disregarding inelastic-scattering effects and extensions of... [Pg.189]

For Bethe ansatz, see e.g. J. Ziman, Models of Disorder, Cambridge Univ. Press, Cambridge, 1979. [Pg.57]

It was stressed by Mueller et al. (1980) that the extended Ziman theory is not the only model that can explain the negative value of a observed in many amorphous alloys. In fact, Mueller et al. showed that the negative temperature dependence in amorphous Lao.66 Alo.34 better explained in terms of the Kondo mechanism than by the extended Ziman model. We will return to this point later on, after having discussed the resistivity anomalies associated with several types of Kondo mechanisms. [Pg.365]

Figure 2.33. Schematic of the radial distribution function, proportional to the probability of any atom being found at a certain distance from a fixed atom (Ziman, 1979) (J.M.Ziman Models of Disorder. Copyright 1979 by Cambridge University Press]... Figure 2.33. Schematic of the radial distribution function, proportional to the probability of any atom being found at a certain distance from a fixed atom (Ziman, 1979) (J.M.Ziman Models of Disorder. Copyright 1979 by Cambridge University Press]...
D. A. McQuarrie, Statistical Mechanics, Harper Row, New York, 1976. [This well-known book provides an extensive treatment of the statistical thermodynamics of gases, liquids, and sohds. Chapter 13 provides a comprehensive description of configurational integral equations. Also see the discussion in J. M. Ziman, Models of Disorder The Theoretical Physics of Homogeneously Disordered Systems, Cambridge University Press, Cambridge 1979.]... [Pg.109]


See other pages where Ziman model is mentioned: [Pg.251]    [Pg.196]    [Pg.366]    [Pg.367]    [Pg.82]   
See also in sourсe #XX -- [ Pg.29 ]

See also in sourсe #XX -- [ Pg.164 ]




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