2017
DOI: 10.1016/j.cplett.2017.05.039
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Construction of ultra-coarse-grained model of protein with a Gō-like potential

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Cited by 10 publications
(12 citation statements)
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“…Critically, inherent to the CG mapping is the definition of the elemental units composing the newly-introduced representation: in particle-based CG pictures ( Noid, 2013 ; Kmiecik et al, 2016 ), such units are the effective interaction sites, or “beads”, obtained by lumping together subsets of the system’s constituent atoms. Depending on the chosen resolution level, each site can be representative of small to medium-sized chemical moieties ( Monticelli et al, 2008 ; Bereau and Deserno, 2009 ; Darrè et al, 2015 ), single or groups of amino acids ( Clementi et al, 2000 ; Atilgan et al, 2001 ; Micheletti et al, 2004 ; Zhang et al, 2017 ), up to entire molecular structures ( Chu and Voth, 2006 ; Sept and MacKintosh, 2010 ; Dama et al, 2013 ). In all these cases, the mapping is formally expressed as the functional relation between the effective sites’ coordinates R and the atomistic ones r ( Noid et al, 2008a ; Rudzinski and Noid, 2011 ).…”
Section: Coarse-grained Modeling: General Frameworkmentioning
confidence: 99%
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“…Critically, inherent to the CG mapping is the definition of the elemental units composing the newly-introduced representation: in particle-based CG pictures ( Noid, 2013 ; Kmiecik et al, 2016 ), such units are the effective interaction sites, or “beads”, obtained by lumping together subsets of the system’s constituent atoms. Depending on the chosen resolution level, each site can be representative of small to medium-sized chemical moieties ( Monticelli et al, 2008 ; Bereau and Deserno, 2009 ; Darrè et al, 2015 ), single or groups of amino acids ( Clementi et al, 2000 ; Atilgan et al, 2001 ; Micheletti et al, 2004 ; Zhang et al, 2017 ), up to entire molecular structures ( Chu and Voth, 2006 ; Sept and MacKintosh, 2010 ; Dama et al, 2013 ). In all these cases, the mapping is formally expressed as the functional relation between the effective sites’ coordinates R and the atomistic ones r ( Noid et al, 2008a ; Rudzinski and Noid, 2011 ).…”
Section: Coarse-grained Modeling: General Frameworkmentioning
confidence: 99%
“…To push the applicability of particle-based CG models to the investigation of phenomena occurring at even larger time and length scales, one possibility is that of resorting to ultra coarse-graining (UCG) methods. Here, each CG site becomes representative of larger chemical entities, be that few residues, whole proteins or even entire molecular complexes ( Chu and Voth, 2006 ; Sept and MacKintosh, 2010 ; Zhang et al, 2017 ). Several examples of UCG models, ranging from more “chemically accurate” to more heuristic ones, have been presented in the literature.…”
Section: Coarse-grained Modeling: Resolution Levelmentioning
confidence: 99%
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“…However, our UCG model is not suitable for being used in a direct simulation of bending deformation, since the MVP-ANM potential used in our model is harmonic and invalid in large deformation. A simulation of the complicated process such as the dissociation and association of tubulins from microtubule requires a more complex potential such as a Gō-like potential ( Zhang et al, 2017a ; Poma et al, 2017 ; Poma et al, 2018 ; Zhang et al, 2020 ).…”
Section: Computational and Simulation Detailsmentioning
confidence: 99%
“…Ultra-coarse-grained (UCG) models ( Dama et al, 2013 ; Davtyan et al, 2014 ; Dama et al, 2017 ; Zhang et al, 2017a ; Jin et al, 2018 ; Jin and Voth, 2018 ) have been rapidly developed in recent years and applied to simulate the functions of biomolecular complexes such as the mechanical properties of F-actin ( Katkar et al, 2018 ), the assembly of HIV capsids ( Grime et al, 2016 ), and two-state conformational changes of proteins ( Zhang et al, 2020 ). The bead resolution of UCG models is lower than the high-resolution models, with one UCG bead usually representing more than a few residues or even secondary structure elements.…”
Section: Introductionmentioning
confidence: 99%