Abstract
The range of validity of a mean field theory near a second order phase transition can be estimated using the Ginzburg criteria. Previous attempts to apply this principle to weakly first order transitions such as the nematic-isotropic transition fail to simplify to the form of the Ginzburg criteria for a second order transition and also predict fluctuations becoming less significant as the transition is approached. I calculate a Ginzburg criteria in the nematic phase that simplifies to the accepted solution as the transition becomes second order.
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