Abstract

Prion protein (PrP) has two regions:unstructured region PrP(1-120) and structured region PrP(119-231). In the structured region, there are many segments which have the property of amyloid fibril formation. By theoretical calculations, PrP(126-133), PrP(137-143), PrP(170-175), PrP(177-182), PrP(211-216) have the amyloid fibril forming property. PrP(142-166) has a X-ray crystallography experimentalβ-hairpin structure, instead of a pure cross-βamyloid fibril structure; thus we cannot clearly find it by our theoretical calculations. However,we can predict that there must be a laboratory X-ray crystal structure in PrP(184-192) segment that will be produced in the near future. The experiments of X-ray crystallography laboratories are agreeing with our theoretical calculations. This article summarized mathematical formulas of prion amyloid fibril cross-β structures of all the above PrP segments currently listed in the Protein Data Bank.Key words: PrP structured region; amyloid fibril formation peptides; theoretical calculations; experimental laboratories; mathematical formulasThe Medicinal Chemistryjournal: submitted on Feb-20-2016, revisedon Mar-29-2016, acceptedon Apr-04-2016Table 1 lists the cross-βstructures of all PrP segments that were listed in the Protein Data Bank (PDB, www.rcsb.org), produced by X-ray crystallography experiments. In the below, 01~24give some mathematical formulas to describe all these cross-βstructures.

Highlights

  • 10.Figure 10, mathematical formulas for CD, EF, GH Chains obtained from the basic AB Chains respectively are

  • 13.Figure 13, basing on AB Chains, other Chains CD in the asymmetric unit cell can be obtained by mathematical formula

  • All the above X-ray crystallography structures show to us, in the Prion protein (PrP)(119-231) structured region, there are many segments of peptides which can formulate into amyloid fibrils

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Summary

Introduction

1. Figure 1, the mathematical formula for B Chain got from A Chain is PDB ID Class of the cross-β 3. Figure 3, mathematical formulas for CD, EF, GH, IJ, KL Chains obtained from AB Chains respectively are 10.Figure 10, mathematical formulas for CD, EF, GH Chains obtained from the basic AB Chains respectively are

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