2010
DOI: 10.1080/02678292.2010.484917
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Ordered micellar and inverse micellar lyotropic phases

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Cited by 53 publications
(65 citation statements)
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References 109 publications
(148 reference statements)
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“…We inferred that the LC here should be of an I 2 phase, i.e., reverse micellar cubic liquid crystalline. 20,21 Bragg reections of 1 : 1.160 : 1.651 : 1.923 : 1.996 : 2.306 : 2.563 were obtained, which agreed with the characteristic ratios of O3 : O4 : O8 : O11 : O12 : O16 : O19 : . (or 1 : 1.155 : 1.633 : 1.915 : 2 : 2.309 : 2.517 : .)…”
Section: Aggregating Structuressupporting
confidence: 80%
“…We inferred that the LC here should be of an I 2 phase, i.e., reverse micellar cubic liquid crystalline. 20,21 Bragg reections of 1 : 1.160 : 1.651 : 1.923 : 1.996 : 2.306 : 2.563 were obtained, which agreed with the characteristic ratios of O3 : O4 : O8 : O11 : O12 : O16 : O19 : . (or 1 : 1.155 : 1.633 : 1.915 : 2 : 2.309 : 2.517 : .)…”
Section: Aggregating Structuressupporting
confidence: 80%
“…[36][37][38] A lamellar to cubic phase transition may be induced in membranes by temperature or pressure jumps in systems containing lipids with negative curvature. 39,40 Alternatively, inverse phases can be induced by the addition of a largely hydrophobic co-surfactant.…”
Section: The Suppression Of Cubic Phases By Cholesterolmentioning
confidence: 99%
“…These branched inverse micellar phases are now part of the standard phase diagram of lipid self-assembly. 10,61,89,90 In this article, we analyse hypothetical polycontinuous geometries as candidate structures for lipid self-assembly under the following assumptions: the self-assembled system consists of three or four identical network-like aqueous domains, termed K, centred on periodic intertwined (or interthreaded) networks. The aqueous domains are bound by surfaces, S, of a constant mean curvature (CMC) with the same topology and symmetry as the underlying network; h 0 denotes the value of the mean curvature.…”
Section: 51-56mentioning
confidence: 99%