Real space renormalisation group scaling techniques are used to investigate the static critical behaviour of the pure and dilute, classical, anisotropic Heisenberg model.
Transfer matrix methods are employed to obtain asymptotically exact expressions for the correlation lengths and susceptibilities of the one-dimensional system. The resulting scaling relationships are combined with an approximate bond moving scheme to treat pure and dilute models in higher dimensionalities.
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- University of Oxford
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- Davies, Mathew Raymond
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- The digital copy of this thesis has been made available thanks to the generosity of Dr Leonard Polonsky
Static critical properties of the pure and diluted Heisenberg or Ising models
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