The averaging process for helix model computation.

Abstract

<p>In this example the first helical curve <b>H</b><sub>14</sub> is computed using the first quadruple of backbone atoms {<b>a</b><sub>1</sub>,<b>a</b><sub>2</sub>,<b>a</b><sub>3</sub>,<b>a</b><sub>4</sub>}, the second curve <b>H</b><sub>25</sub> the next quadruple of atoms {<b>a</b><sub>2</sub>,<b>a</b><sub>3</sub>,<b>a</b><sub>4</sub>,<b>a</b><sub>5</sub>} and so on. For a pair of two consecutive interior atoms up to three slightly different curves could be computed. The final model curve for the segment between a pair of consecutive atoms is their average (<a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0129653#pone.0129653.e005" target="_blank">Eq 3</a>).</p

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Last time updated on 12/02/2018

This paper was published in FigShare.

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