A seven-parameter free energy formula, fitted to Monte Carlo data, reproduces the radius-of-gyration distribution of 3D interacting self-avoiding walks across the coil-globule crossover, except near the theta point.
Dobrynin, Theory and simulations of charged poly- mers: From solution properties to polymeric nanomate- rials, Current Opinion in Colloid & Interface Science13, 376 (2008)
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Distribution of the Radius of Gyration for an ISAW
A seven-parameter free energy formula, fitted to Monte Carlo data, reproduces the radius-of-gyration distribution of 3D interacting self-avoiding walks across the coil-globule crossover, except near the theta point.