Abstract

To effectively archive configuration data during molecular dynamics (MD) simulations of polymer systems, we present an efficient compression method with good numerical accuracy that preserves the topology of ring-linear polymer blends. To compress the fraction of floating-point data, we used the Jointed Hierarchical Precision Compression Number - Data Format (JHPCN-DF) method to apply zero padding for the tailing fraction bits, which did not affect the numerical accuracy, then compressed the data with Huffman coding. We also provided a dataset of well-equilibrated configurations of MD simulations for ring-linear polymer blends with various lengths of linear and ring polymers, including ring complexes composed of multiple rings such as polycatenane. We executed 109 MD steps to obtain 150 equilibrated configurations. The combination of JHPCN-DF and SZ compression achieved the best compression ratio for all cases. Therefore, the proposed method enables efficient archiving of MD trajectories. Moreover, the publicly available dataset of ring-linear polymer blends can be employed for studies of mathematical methods, including topology analysis and data compression, as well as MD simulations.

Highlights

  • Background & SummaryMolecular dynamics (MD) simulations are powerful tools for elucidating molecular-level behavior in biomolecular systems and in polymer material sciences[1,2,3,4]

  • molecular dynamics (MD) simulations with a long length of 109 MD steps were performed to obtain a well-equilibrated configuration of ring-linear polymer blends

  • For the double-precision data generated in the MD simulations, we applied JHPCN-DF compression with user-specified error levels of 0.00001, 0.000001, and 0.0000001

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Summary

Introduction

Background & SummaryMolecular dynamics (MD) simulations are powerful tools for elucidating molecular-level behavior in biomolecular systems and in polymer material sciences[1,2,3,4]. For lossy compression of MD trajectory data in polymer systems, the required numerical accuracy (error level) and physical meanings such as preservation of topology should remain unchanged. Several authors[29,49,50] have proposed the Jointed Hierarchical Precision Compression Number - Data Format (JHPCN-DF) method, which is a hierarchical segmented recording based on the required numerical precision (error level).

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