Artículo
Free energy and hidden barriers of the β-sheet structure of Prion protein
Fecha de publicación:
04/09/2015
Editorial:
American Chemical Society
Revista:
Journal of Chemical Theory and Computation
ISSN:
1549-9618
e-ISSN:
1549-9626
Idioma:
Inglés
Tipo de recurso:
Artículo publicado
Clasificación temática:
Resumen
On-the-fly free-energy parametrization is a new collective variable biasing approach akin to metadynamics with one important distinction: rather than acquiring an accelerated distribution via a history-dependent bias potential, sampling on this distribution is achieved from the beginning of the simulation using temperature-accelerated molecular dynamics. In the present work, we compare the performance of both approaches to compute the free-energy profile along a scalar collective variable measuring the H-bond registry of the β-sheet structure of the mouse Prion protein. Both methods agree on the location of the free-energy minimum, but free-energy profiles from well-tempered metadynamics are subject to a much higher degree of statistical noise due to hidden barriers. The sensitivity of metadynamics to hidden barriers is shown to be a consequence of the history dependence of the bias potential, and we detail the nature of these barriers for the prion β-sheet. In contrast, on-the-fly parametrization is much less sensitive to these barriers and thus displays improved convergence behavior relative to that of metadynamics. While hidden barriers are a frequent and central issue in free-energy methods, on-the-fly free-energy parametrization appears to be a robust and preferable method to confront this issue.
Palabras clave:
Temperature Accelerated Dynamics
,
Free Energy
,
Prion
,
Metadynamics
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Articulos(INFIQC)
Articulos de INST.DE INVESTIGACIONES EN FISICO- QUIMICA DE CORDOBA
Articulos de INST.DE INVESTIGACIONES EN FISICO- QUIMICA DE CORDOBA
Citación
Paz, Sergio Alexis; Abrams, Cameron F.; Free energy and hidden barriers of the β-sheet structure of Prion protein; American Chemical Society; Journal of Chemical Theory and Computation; 11; 10; 4-9-2015; 5024–5034
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