In contrast to the diffusion of membrane components in artificial lipid bilayers, diffusion in cells is both slower and non-ergodic. The physical origins of such anomalous diffusion are poorly understood,… Click to show full abstract
In contrast to the diffusion of membrane components in artificial lipid bilayers, diffusion in cells is both slower and non-ergodic. The physical origins of such anomalous diffusion are poorly understood, though cytoskeletal-membrane interactions and nanoscopic heterogeneity in the membrane have both been suggested to play an important role. There remains however a lack of controlled model systems on which to test these potential causes. Here we present a model system for reproducing this anomalous diffusion that utilizes supported lipid bilayers (SLBs) with varying degrees of excluded area fraction. By varying the concentration of PEG-lipids, we observe a dramatic and controllable switch in anomalous diffusion as we cross the estimated percolation threshold. This provides a simple model system for investigating this phenomenon in lipid membranes. The behavior is well described by both theory and Monte-Carlo simulation of the anomalous crossover as a function of obstacle density.
               
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