Percolation physics and density transition frameworks converge in biomolecular condensation.
Percolation physics and density transition frameworks converge in biomolecular condensation.
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DOI:
10.1073/pnas.2210177119
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发表时间:
2022-08-09
影响因子:
11.1
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中科院分区:
文献类型:
--
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A rapidly growing body of work in recent years has resulted in exciting advances in our understanding of the importance of biomolecular condensates (or, more generally, various forms of mesoscale to macroscale biological matter) and their transitions in biology and disease (1–3). At first glance, the physics of how liquids percolate through porous/granular materials or related concepts in network connectivity may not seem relevant to furthering our mechanistic understanding of biomolecular condensates. Interestingly, however, percolation theory has been extensively used in the related areas of polymer physics (4, 5) and phase transitions (as well as in numerous other fields). Now, in an exciting advance, Kar et al.(6) describe a combination of experimental, conceptual, and computational work that explores the connection between percolation physics and an important class of biomolecular condensation with links to neurodegenerative diseases. Conceptual understanding in the biomolecular condensate field has been extensively guided by simple forms of nucleation and Flory–Huggins-type theories. A prediction of this type of theory is that, below a saturation concentration (csat) of a single macromolecule (eg, protein) in a solvent, the macromolecule will exist mainly as monomers and very small clusters, because there is a size-dependent energy penalty for cluster formation. It is only above the saturation concentration that phase separation (a density transition) will occur, resulting in the formation of a dense phase (aka micrometer-sized droplets). Now, Kar et al.(6) describe a broad set of data that can provide a test of this prediction.The proteins studied in this work are FET (FUS, EWSR1, TAF15) family proteins, with links to neurodegenerative disease, which have been extensively investigated in the field. Using a combination of imaging, dynamic light scattering (DLS), and single-particle (tracking, multiparameter fluorescence, and microfluidics-based) experiments, Kar et al.(6) show that, while phase separation is not observed in solutions below an effective csat, subsaturated solutions of these proteins contain a range of nanoscale clusters. The data indicate that clusters follow a heavytailed distribution, with low abundance of larger mesoscale clusters and distributions changing with total protein concentration. It is only above csat that larger micrometer-sized bodies that display coarsening appear. Fluorescence resonance energy transfer/DLS data show that cluster formation is reversible, and that protein exchanges between clusters. Together, these data draw a sharp contrast with the predictions based on nucleation theory discussed above. The authors then go on to invoke percolation theory–based ideas to offer an explanation for these observations, building on their and other previous work (4, 5, 7, 8).
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