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Coarse-grained molecular dynamics and continuum models for the transport of protein molecules

  • Marco Bacci,

The present work makes use of coarse-grained molecular dynamics simulations and continuum models to investigate the behavior of biomolecules in experiments such as mechanical pulling and driven transport across nanopores. The approach reproduces the wide phenomenology of experiments and allows one to maintain the main features of the transport by modeling the process as a 1D dynamics in a suited potential of the mean force. The standard 1D continuum view is enriched by proposing a model for the description of the shape of isolated
molecules based on a tensorial representation and Cauchy-Born rule. Results indicate limitations for unconstrained dynamics and appropriateness for driven ones.

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Marco Bacci

University of Zurich , Switzerland

Marco Bacci graduated in mechanical engineering at University of Florence in 2009 and attended the graduate school Non-Linear Dynamics and Complex Systems. His work entailed the publication of four articles on international journals. In 2014/2015 Marco is postdoctoral fellow at University of Zürich.
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  • Publication Year: 2014
  • Pages: 134
  • eISBN: 978-88-6655-694-7
  • Content License: CC BY 4.0
  • © 2014 Author(s)

XML
  • Publication Year: 2014
  • eISBN: 978-88-9273-417-3
  • Content License: CC BY 4.0
  • © 2014 Author(s)

PRINT
  • Publication Year: 2014
  • Pages: 134
  • eISBN: 978-88-6655-693-0
  • Content License: CC BY 4.0
  • © 2014 Author(s)

Bibliographic Information

Book Title

Coarse-grained molecular dynamics and continuum models for the transport of protein molecules

Authors

Marco Bacci

Peer Reviewed

Number of Pages

134

Publication Year

2014

Copyright Information

© 2014 Author(s)

Content License

CC BY 4.0

Metadata License

CC0 1.0

Publisher Name

Firenze University Press

DOI

10.36253/978-88-6655-694-7

ISBN Print

978-88-6655-693-0

eISBN (pdf)

978-88-6655-694-7

eISBN (xml)

978-88-9273-417-3

Series Title

Premio Tesi di Dottorato

Series ISSN

2612-8039

Series E-ISSN

2612-8020

299

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