Approximate fractal morphometry of spherical type essential oil microemulsions: A simple model

In the present study, approximate fractal morphometry of spherical-type essential oil microemulsions was performed. The geometric characterization carried out by a recently published continuous half-fractal model which allowed to as systems in their stable thermodynamic equilibrium phase with high degree homogeneity. Regarding characteristic homogeneity an equation obtained roughly describe volume dimension and two special cases elaborated from Rosmarinus officinalis Melaleuca alternifolia previously investigated. addition, referring homogeneity, it possible area for each microemulsion. Our numerical estimates showed coherence principles Hausdorff-Besicovitch geometry experimental evidence about physical non-integer dimension.