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20012014
most citedHelical close packings of ideal ropes

51 citations · 137 across the 9 of their papers we have counts for

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physics.comp-ph2014★ 9 cited

High resolution portrait of the ideal trefoil knot

Sylwester Przybyl, Piotr Pieranski

The shape of the most tight trefoil knot with N=200640 vertices found with an appropriately modified finite element method is analyzed. The high number of vertices makes plots of i…

physics.comp-ph2005★ 41 cited

The motion of the freely falling chain tip

W. Tomaszewski, P. Pieranski, J. -C. Geminard

The dynamics of the tip of the falling chain is analyzed. Results of laboratory experiments are presented and compared with results of numerical simulations. Time dependences of th…

physics.comp-ph2004

Ropelength of tight polygonal knots

Justyna Baranska, Piotr Pieranski, Eric J. Rawdon

A physical interpretation of the rope simulated by the SONO algorithm is presented. Properties of the tight polygonal knots delivered by the algorithm are analyzed. An algorithm fo…

physics.comp-ph2001

Gordian Unknots

P. Pieranski, S. Przybyl, A. Stasiak

Numerical simulations indicate that there exist conformations of the unknot, tied on a finite piece of rope, entangled in such a manner, that they cannot be disentangled to the tor…

physics.comp-ph2001★ 23 cited

The ideal trefoil knot

P. Pieranski, S. Przybyl

The most tight conformation of the trefoil knot found by the SONO algorithm is presented. Structure of the set of its self-contact points is analyzed.

physics.comp-ph2001★ 51 cited

Helical close packings of ideal ropes

S. Przybyl, P. Pieranski

Closely packed conformations of helices formed on the ideal rope are considered. The pitch versus radius relations which define a closely packed helix are determined. The relations…