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Concentration and crowding effects on protein stability from a coarse-grained model

  • Schering–Plough Research Institute
  • National Institute of Standards and Technology
  • University of Texas at Austin

Research output: Chapter in Book/Report/Conference proceedingChapterpeer-review

2 Scopus citations

Abstract

Introduction Most of what we know about protein folding comes from experiments on polypeptides in dilute solutions [1–4] or from theoretical models of isolated proteins in either explicit or implicit solvent [5–12]. However, neither biological cells nor protein solutions encountered in biopharmaceutical development generally classify as dilute. Instead, they are concentrated or “crowded” with solutes such as proteins, sugars, salts, DNA, and fatty acids [13–15]. How does this crowding affect native-state protein stability? Are all crowding agents created equal? If not, can generic structural or chemical features forecast their effects? To investigate these and other related questions with computer simulations requires models rich enough to capture three parts of the folding problem: the intrinsic free energy of folding of a protein in solvent, the main structural features of the native and denatured states, and the connection between protein structure and effective protein–protein interactions. The model must also be simple enough to allow for the efficient simulation of hundreds to thousands of foldable protein molecules in solution, which precludes the use of atomistically detailed descriptions of either the proteins or the solvent. We recently developed a coarse-grained modeling strategy that satisfies these criteria. It is not optimized to describe any specific protein solution. Rather, it is a general tool for understanding experimental trends regarding how concentration or crowding impact the thermodynamic stability of globular proteins.

Original languageEnglish
Title of host publicationStatistical Mechanics of Cellular Systems and Processes
PublisherCambridge University Press
Pages1-25
Number of pages25
ISBN (Electronic)9780511576768
ISBN (Print)9780521886086
DOIs
StatePublished - Jan 1 2009

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