A pressure-jump time-resolved X-ray diffraction study of cubic−cubic transition kinetics in monoolein

Charlotte E. Conn, Oscar Ces, Adam M. Squires, Xavier Mulet, Roland Winter, Stephanie M. Finet, Richard H. Templer, John M. Seddon

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42 Citations (Scopus)

Abstract

In the past two decades, the geometric pathways involved in the transformations between inverse bicontinuous cubic phases in amphiphilic systems have been extensively theoretically modeled. However, little experimental data exists on the cubic−cubic transformation in pure lipid systems. We have used pressure-jump time-resolved X-ray diffraction to investigate the transition between the gyroidand double-diamondphases in mixtures of 1-monoolein in 30 wt % water. We find for this system that the cubic−cubic transition occurs without any detectable intermediate structures. In addition, we have determined the kinetics of the transition, in both the forward and reverse directions, as a function of pressure-jump amplitude, temperature, and water content. A recently developed model allows (at least in principle) the calculation of the activation energy for lipid phase transitions from such data. The analysis is applicable only if kinetic reproducibility is achieved, at least within one sample, and achievement of such kinetic reproducibility is shown here, by carrying out prolonged pressure-cycling. The rate of transformation shows clear and consistent trends with pressure-jump amplitude, temperature, and water content, all of which are shown to be in agreement with the effect of the shift in the position of the cubic−cubic phase boundary following a change in the thermodynamic parameters.
Original languageEnglish
Pages (from-to)2331-2340
JournalLangmuir
Volume24
Issue number6
DOIs
Publication statusPublished - 1 Mar 2008

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    Conn, C. E., Ces, O., Squires, A. M., Mulet, X., Winter, R., Finet, S. M., Templer, R. H., & Seddon, J. M. (2008). A pressure-jump time-resolved X-ray diffraction study of cubic−cubic transition kinetics in monoolein. Langmuir, 24(6), 2331-2340. https://doi.org/10.1021/la7023378