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Analysis of Protein Folding Simulation with Moving Root Mean Square Deviation

Yutaka Maruyama, Ryo Igarashi, Yoshitaka Ushiku, Ayori Mitsutake

2023Journal of Chemical Information and Modeling173 citationsDOIOpen Access PDF

Abstract

We apply moving root-mean-square deviation (mRMSD), which does not require a reference structure, as a method for analyzing protein dynamics. This method can be used to calculate the root-mean-square deviation (RMSD) of structure between two specified time points and to analyze protein dynamics behavior through time series analysis. We applied this method to the Trp-cage trajectory calculated by the Anton supercomputer and found that it shows regions of stable states as well as the conventional RMSD. In addition, we extracted a characteristic structure in which the side chains of Asp1 and Arg16 form hydrogen bonds near the most stable structure of the Trp-cage. We also determined that ≥20 ns is an appropriate time interval to investigate protein dynamics using mRMSD. Applying this method to NuG2 protein, we found that mRMSD can be used to detect regions of metastable states in addition to the stable state. This method can be applied to molecular dynamics simulations of proteins whose stable structures are unknown.

Topics & Concepts

Root mean squareMolecular dynamicsMetastabilityFolding (DSP implementation)Absolute deviationInterval (graph theory)Mean squared errorBiological systemProtein foldingStatistical physicsChemistryMathematicsPhysicsComputational chemistryStatisticsCombinatoricsStructural engineeringQuantum mechanicsOrganic chemistryBiologyEngineeringBiochemistryProtein Structure and DynamicsEnzyme Structure and FunctionPhotosynthetic Processes and Mechanisms
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