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Short-range magnetic order

For cases in which the magnetic lattice dimensionality is one (chains) or two (planes), magnetic Short Range Order (SRO) can develop and persist over a wide temperature range, often many tens of kelvins. Effectively, this is an expansion of the critical regime discussed above, which is normally only a few degrees at best for three-dimensional systems. As well as lattice dimensionality, the spin dimensionality must be considered to provide a complete picture. Spin dimensionality is a somewhat more subtle concept that can be best introduced by considering an expansion of the HDW Hamiltonian into its components as in equation (4)... [Pg.2439]

Fig. 15. Schematics of (a) magnetic short-range order accounting for high-frequency ha> ss 8 meV), and (b) intermediate-range ( 200A) static order in nominally pure UPtj, as wen as conventional long-range order in (U, jThJ(Pt,Pd)3. (Adapted from Goldman et al. 1986.)... Fig. 15. Schematics of (a) magnetic short-range order accounting for high-frequency ha> ss 8 meV), and (b) intermediate-range ( 200A) static order in nominally pure UPtj, as wen as conventional long-range order in (U, jThJ(Pt,Pd)3. (Adapted from Goldman et al. 1986.)...
The Inden model [20] is frequently used to describe second-order magnetic order-disorder transitions. Inden assumed that the heat capacity varied as a logarithmic function of temperature and used separate expressions above and below the magnetic order-disorder transition temperature (TtIS) in order to treat the effects of both long- and short-range order. Thus for z = (T/TtIS) < 1 ... [Pg.47]


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See also in sourсe #XX -- [ Pg.495 ]




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