Literature DB >> 23805745

Polycontinuous geometries for inverse lipid phases with more than two aqueous network domains.

Gerd E Schröder-Turk1, Liliana de Campo, Myfanwy E Evans, Matthias Saba, Sebastian C Kapfer, Trond Varslot, Karsten Grosse-Brauckmann, Stuart Ramsden, Stephen T Hyde.   

Abstract

Inverse bicontinuous cubic phases with two aqueous network domains separated by a smooth bilayer are firmly established as equilibrium phases in lipid/water systems. The purpose of this article is to highlight the generalisations of these bicontinuous geometries to polycontinuous geometries, which could be realised as lipid mesophases with three or more network-like aqueous domains separated by a branched bilayer. An analysis of structural homogeneity in terms of bilayer width variations reveals that ordered polycontinuous geometries are likely candidates for lipid mesophase structures, with similar chain packing characteristics to the inverse micellar phases (that once were believed not to exist due to high packing frustration). The average molecular shape required by global geometry to form these multi-network phases is quantified by the surfactant shape parameter, v/(al); we find that it adopts values close to those of the known lipid phases. We specifically analyse the 3etc(187 193) structure of hexagonal symmetry P6(3) /mcm with three aqueous domains, the 3dia(24 220) structure of cubic symmetry I43d composed of three distorted diamond networks, the cubic chiral 4srs(24 208) with cubic symmetry P4232 and the achiral 4srs(5 133) structure of symmetry P42/nbc, each consisting of four intergrown undistorted copies of the srs net (the same net as in the QII(G) gyroid phase). Structural homogeneity is analysed by a medial surface approach assuming that the headgroup interfaces are constant mean curvature surfaces. To facilitate future experimental identification, we provide simulated SAXS scattering patterns that, for the 4srs(24 208) and 3dia(24 220) structures, bear remarkable similarity to those of bicontinuous QII(G)-gyroid and QII(D)-diamond phases, with comparable lattice parameters and only a single peak that cannot be indexed to the well-established structures. While polycontinuous lipid phases have, to date, not been reported, the likelihood of their formation is further indicated by the reported observation of a solid tricontinuous mesoporous silicate structure, termed IBN-9, which formed in the presence of surfactants [Han et al., Nat. Chem., 2009, 1, 123].

Entities:  

Year:  2013        PMID: 23805745     DOI: 10.1039/c2fd20112g

Source DB:  PubMed          Journal:  Faraday Discuss        ISSN: 1359-6640            Impact factor:   4.008


  6 in total

1.  Purely entropic self-assembly of the bicontinuous Ia3d gyroid phase in equilibrium hard-pear systems.

Authors:  Philipp W A Schönhöfer; Laurence J Ellison; Matthieu Marechal; Douglas J Cleaver; Gerd E Schröder-Turk
Journal:  Interface Focus       Date:  2017-06-16       Impact factor: 3.906

2.  Optimal packings of three-arm star polyphiles: from tricontinuous to quasi-uniformly striped bicontinuous forms.

Authors:  Liliana de Campo; Toen Castle; Stephen T Hyde
Journal:  Interface Focus       Date:  2017-06-16       Impact factor: 3.906

3.  Introductory lecture: basic quantities in model biomembranes.

Authors:  John F Nagle
Journal:  Faraday Discuss       Date:  2013       Impact factor: 4.008

4.  Handlebody decompositions of three-manifolds and polycontinuous patterns.

Authors:  N Sakata; R Mishina; M Ogawa; K Ishihara; Y Koda; M Ozawa; K Shimokawa
Journal:  Proc Math Phys Eng Sci       Date:  2022-04-20       Impact factor: 3.213

5.  Medial packing and elastic asymmetry stabilize the double-gyroid in block copolymers.

Authors:  Abhiram Reddy; Michael S Dimitriyev; Gregory M Grason
Journal:  Nat Commun       Date:  2022-05-12       Impact factor: 17.694

6.  Bragg-mirror-like circular dichroism in bio-inspired quadruple-gyroid 4srs nanostructures.

Authors:  Benjamin P Cumming; Gerd E Schröder-Turk; Sukanta Debbarma; Min Gu
Journal:  Light Sci Appl       Date:  2017-01-13       Impact factor: 17.782

  6 in total

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