Random diffusivity in cell membranes and connection with receptor function
Fundamental biological processes are regulated by molecular transport. The quantification of molecular diffusivity has fundamental importance in studying the function of biological molecules in living cells. This is because mobility is often affected by interactions between the molecule under study and its surroundings, reporting not only on the occurrence of interactions but, more importantly, it allows inferring on its functional role for cell response. One of the most powerful experimental approaches to study the mobility of individual molecules and interactions with the environment in living cells is single particle tracking (SPT).
Although many cellular components exhibit anomalous diffusion, only recently has this sub-diffusive motion been associated with nonergodic behavior. Nonergodic dynamics refers to the difference between the properties of a particle in time and an ensemble of particles. These findings have stimulated new questions for their implications in statistical mechanics and cell biology. Is nonergodicity a common strategy shared by living systems? Which physical mechanisms generate it? What are its implications for biological function?
Using SPT we demonstrated that the motion of the pathogen recognition receptor DC-SIGN exhibits nonergodic subdiffusion on living-cell membranes. Indeed, the receptor undergoes changes of diffusivity, consistent with the current view of the cell membrane as a highly dynamic and diverse environment. Our experimental data could be fully recapitulated using a simple theoretical model based on ordinary random walks that change in space in time. Importantly, by studying different receptor mutants, we further correlated receptor motion to its molecular structure, thus establishing a strong link between nonergodicity and biological function.
These results underscore the role of disorder in cell membranes and its connection with function regulation. Because of its generality, this approach offers a framework to interpret anomalous transport in other complex media where dynamic heterogeneity might play a major role, such as those found, e.g., in soft condensed matter, geology, and ecology.