Correction: Structural Transition from Helices to Hemihelices
Plos one, 2015•journals.plos.org
The authors would to like to add a citation to a previously published article on a similar topic:
Domokos, Gábor, and Timothy J. Healey." Multiple helical perversions of finite, intrinsically
curved rods." International Journal of Bifurcation and Chaos 15.03 (2005): 871-890. This
work relates to the present paper in the following way: the authors numerically study the
response of a uniform rod of finite length with intrinsic curvature and identify equilibria
characterized by an arbitrary number of perversions with intermittent helical segments.
Domokos, Gábor, and Timothy J. Healey." Multiple helical perversions of finite, intrinsically
curved rods." International Journal of Bifurcation and Chaos 15.03 (2005): 871-890. This
work relates to the present paper in the following way: the authors numerically study the
response of a uniform rod of finite length with intrinsic curvature and identify equilibria
characterized by an arbitrary number of perversions with intermittent helical segments.
The authors would to like to add a citation to a previously published article on a similar topic: Domokos, Gábor, and Timothy J. Healey." Multiple helical perversions of finite, intrinsically curved rods." International Journal of Bifurcation and Chaos 15.03 (2005): 871-890. This work relates to the present paper in the following way: the authors numerically study the response of a uniform rod of finite length with intrinsic curvature and identify equilibria characterized by an arbitrary number of perversions with intermittent helical segments.
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