Abstract

Experiments show that macromolecular crowding modestly reduces the size of intrinsically disordered proteins (IDPs) even at volume fraction (ϕϕ) similar to that in the cytosol whereas DNA undergoes a coil-to-globule transition at very small ϕϕ. We show using a combination of scaling arguments and simulations that the polymer size R‾g(ϕ)\overline{R}_g(ϕ) depends on x=R‾g(0)/Dx = \overline{R}_g(0)/D where DD is the ϕϕ-dependent distance between the crowders. If x≲O(1)x\lesssim \mathcal{O}(1), there is only a small decrease in R‾g(ϕ)\overline{R}_g(ϕ) as ϕϕ increases. When x≫O(1)x\gg \mathcal{O}(1), a cooperative coil-to-globule transition is induced. Our theory quantitatively explains a number of experiments.

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