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Spin fluctuations DLM picture

One way forward from this point is to carry out calculations of Q ( e ) for a selection of configurations ( spin spirals, two impurities in a ferromagnet, magnetically ordered superceUs, etc.) by making some assumptions about the most dominant fluctuations. One then fits the set of Q ( e ) s to a simple functional form. Typically a classical Heisenberg model, Q ( e ) = is set up [Pg.79]

We consider a collinear magnetic system magnetized with reference to a single direction n at a temperature T. (A non-collinear generalization can be made by making the notation more complicated.) The orientational probability distribution is denoted by p( ( e ), and its average for a lattice site i, [Pg.80]

The average alignment of fhe local moments, proportional to the magnetization, is [Pg.81]

Using Eqs. (74) and (76), this is shown to be equivalent to solving the equation of state [Pg.81]

The CPA determines an effective medium through which the motion of an electron mimics the motion of an electron on the average. In a system magnetized [Pg.82]


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