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Weiche Materie Poster: Do., 13:00–15:30 D-P336<br />

Dynamics of bicontinuous microemulsions on intermediate and short lengthscales<br />

Olaf Holderer 1 , Henrich Frielinghaus 1 , Michael Monkenbusch 1 , Jürgen<br />

Allgaier 1 , Dieter Richter 1 , Bela Farago 2<br />

1 Institut für Festkörperforschung, <strong>Forschung</strong>szentrum Jülich, 52425 Jülich – 2 Institut<br />

Laue Langevin, Grenoble, BP 156, F38042 Grenoble Cedex 9, France<br />

Bicontinuous microemulsions, consisting of water, oil and a surfactant (C10E4), have<br />

been studied with neutron spin echo spectroscopy (NSE) and small angle neutron<br />

scattering (SANS). Addition of diblock copolymers (PEPX-PEOX) or homopolymers<br />

(PEPX and PEOX, X=5 k or 10 kg/mol molecular weight) allows a tuning of the<br />

membrane properties such as the bending rigidity κ in such systems.<br />

The dynamics of bicontinuous microemulsions has been studied with NSE. On lenght<br />

scales of the order of the characteristic structural distance d (i.e. scattering angles<br />

≈ qo = 2π/d) of the microemulsion, two contrasts for neutrons have been used: bulk<br />

contrast, where the dynamics of the oil/water difference is visible, and film contrast<br />

which reveals the surfactant layer fluctuations. Comparison with theoretical predicitons<br />

of the relaxation shed light on hydrodynamic interactions in bicontinuous microemulsions.<br />

On shorter length scales (i.e. larger scattering angles, q > 4q0), the bending modulus κ<br />

is obtained from a numerical integration of the intermediate scattering function S(q, t)<br />

of the Zilman-Granek model [1]. It is shown that the analysis of the dynamics gives<br />

a direct access to the ”bare” membrane bending moduls κ, which is compared to the<br />

renormalized one as obtained from SANS[2]. The difference between the two ways of determining<br />

κ is the renormalization factor, as predicted by theory. A decrease (increase)<br />

of the bending rigidity has been observed when homopolymers (diblock copolymers)<br />

have been added, in agreement with theoretical predictions.<br />

[1] A. Zilman, and R. Granek, Phys. Rev. Lett. 77 (1996) 4788.<br />

[2] O. Holderer et al., J. Chem. Phys. 122 (2005) 094908.

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