The Ramachandran number: an order parameter for protein geometry
Ranjan V. Mannige, Joyjit Kundu, Stephen Whitelam

TL;DR
The paper introduces the Ramachandran number, a novel single parameter derived from dihedral angles, to effectively describe and analyze protein secondary structures and their geometric content.
Contribution
It proposes a new scalar parameter, the Ramachandran number, that compactly encodes regions of the Ramachandran plot for improved structural analysis.
Findings
The Ramachandran number effectively summarizes secondary structure regions.
It enables visualization of structural content in large protein datasets.
Potential as an order parameter for protein geometry is demonstrated.
Abstract
Three-dimensional protein structures usually contain regions of local order, called secondary structure, such as -helices and -sheets. Secondary structure is characterized by the local rotational state of the protein backbone, quantified by two dihedral angles called and . Particular types of secondary structure can generally be described by a single (diffuse) location on a two-dimensional plot drawn in the space of the angles and , called a Ramachandran plot. By contrast, a recently-discovered nanomaterial made from peptoids, structural isomers of peptides, displays a secondary-structure motif corresponding to two regions on the Ramachandran plot [Mannige et al., Nature 526, 415 (2015)]. In order to describe such `higher-order' secondary structure in a compact way we introduce here a means of describing regions on the Ramachandran plot in terms…
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