A Coarse-Grained DNA Model Parameterized from Atomistic Simulations by Inverse Monte Carlo
AbstractComputer modeling of very large biomolecular systems, such as long DNA polyelectrolytes or protein-DNA complex-like chromatin cannot reach all-atom resolution in a foreseeable future and this necessitates the development of coarse-grained (CG) approximations. DNA is both highly charged and mechanically rigid semi-flexible polymer and adequate DNA modeling requires a correct description of both its structural stiffness and salt-dependent electrostatic forces. Here, we present a novel CG model of DNA that approximates the DNA polymer as a chain of 5-bead units. Each unit represents two DNA base pairs with one central bead for bases and pentose moieties and four others for phosphate groups. Charges, intra- and inter-molecular force field potentials for the CG DNA model were calculated using the inverse Monte Carlo method from all atom molecular dynamic (MD) simulations of 22 bp DNA oligonucleotides. The CG model was tested by performing dielectric continuum Langevin MD simulations of a 200 bp double helix DNA in solutions of monovalent salt with explicit ions. Excellent agreement with experimental data was obtained for the dependence of the DNA persistent length on salt concentration in the range 0.1–100 mM. The new CG DNA model is suitable for modeling various biomolecular systems with adequate description of electrostatic and mechanical properties. View Full-Text
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Korolev, N.; Luo, D.; Lyubartsev, A.P.; Nordenskiöld, L. A Coarse-Grained DNA Model Parameterized from Atomistic Simulations by Inverse Monte Carlo. Polymers 2014, 6, 1655-1675.
Korolev N, Luo D, Lyubartsev AP, Nordenskiöld L. A Coarse-Grained DNA Model Parameterized from Atomistic Simulations by Inverse Monte Carlo. Polymers. 2014; 6(6):1655-1675.Chicago/Turabian Style
Korolev, Nikolay; Luo, Di; Lyubartsev, Alexander P.; Nordenskiöld, Lars. 2014. "A Coarse-Grained DNA Model Parameterized from Atomistic Simulations by Inverse Monte Carlo." Polymers 6, no. 6: 1655-1675.