We numerically solve the Cahn-Hilliard equation in two dimensions for very large system sizes and for two different values of the volume fraction {φ}. We present results for the scaling function of the droplet distribution function and compare it with several different theoretical predictions. We find that for {φ}=0.05 the agreement between simulation results and recent theoretical predictions are reasonably good, while none of the existing theories seem to agree well with the simulation data for {φ}=0.21.
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Toral et al. (1992) studied this question.
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