We revived and implemented
a method developed by Kuhn in 1934,
originally only published in German, that is, the so-called “freely
jointed chain” model. This approach turned out to be surprisingly
useful for analyzing state-of-the-art computer simulations of the
thermosensitive coil–globule transition of
N
-Isopropylacrylamide 20-mer. Our atomistic computer simulations are
orders of magnitude longer than those of previous studies and lead
to a reliable description of thermodynamics and kinetics at many different
temperatures. The freely jointed chain model provides a coordinate
system, which allows us to construct a Markov state model of the conformational
transitions. Furthermore, this guarantees a reliable reconstruction
of the kinetics in back-and-forth directions. In addition, we obtain
a description of the high diversity and variability of both conformational
states. Thus, we gain a detailed understanding of the coil–globule
transition. Surprisingly, conformational entropy turns out to play
only a minor role in the thermodynamic balance of the process. Moreover,
we show that the radius of gyration is an unexpectedly unsuitable
coordinate to comprehend the transition kinetics because it does not
capture the high conformational diversity within the different states.
Consequently, the approach presented here allows for an exhaustive
description and resolution of the conformational ensembles of arbitrary
linear polymer chains.