A bicontinuous structure in some systems with cubic mesophases

Abstract

A cubic structure of polymer colloid complexes is studied. The technique of the research includes i) an analysis of well-known literature SAXS data; on this base, at some assumptions, ii) constructing a simple model to estimate geometric structure parameters and to receive a simulated scattering curve, iii) calculations of energetic parameters by help of the analytical fluctuation theory of the phase transitions; iv) comparing the model with the real structure obtained from the SAXS data by the electron density distribution reconstruction method. In the presence of an effective field the 2-nd order phase transition transforms to the 1-st order one in the vicinity of the Lifshitz point. As a result, a bicontinuous structure in cubic mesophases is formed.

23 pages, 3 figures

References in corpus (2)

• Critical behavior at m-axial Lifshitz points: field-theory analysis and $\epsilon$-expansion results
• Anisotropic scaling and generalized conformal invariance at Lifshitz points