Abstract
Present understandings of dynamical fluctuations in one-dimensional (1D) cylindrical micelles and two-dimensional (2D) amphiphilic membranes in microemulsion systems obtained from neutron spin echo studies are reviewed. The result shows that the theory by Zilman and Granek [12] has a wide range of Q applicable to the analysis of the dynamic structure factor which obeys a stretched exponential law s(Q, t) = exp [−(Γ t)β], where Г∼(k B T)1/βκ1−(1/β) η1 Q 2/β with an exponent β = 3/4 to 1D cases and β = 2/3 to 2D cases and κ’s are the bending moduli of the 1D cylindrical micelles or of 2D membranes plaquettes and η the viscosity of the surrounding medium.
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Komura, S., Takeda, T., Seto, H., Nagao, M. (2002). Dynamical Fluctuation of Cylindrical Micelles and Membranes in Binary and Ternary Amphiphilic Microemulsion Systems. In: Mezei, F., Pappas, C., Gutberlet, T. (eds) Neutron Spin Echo Spectroscopy. Lecture Notes in Physics, vol 601. Springer, Berlin, Heidelberg. https://doi.org/10.1007/3-540-45823-9_24
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