Abstract

We consider thermally excited passages and droplets formed between fluid membranes in a lamellar phase. We show that they induce entropic attractive interactions which compete with Helfrich's entropic intermembrane repulsion. This competition determines the intermembrane distance ${\mathit{l}}_{\mathrm{max}}$ lamellar phases reach at transitions to isotropic fluid membrane phases. In general, ${\mathit{l}}_{\mathrm{max}}$ is much smaller than the membrane persistence length and crucially depends on membrane saddle-splay (``Gaussian'') rigidity.

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