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Advances in biomolecular surface meshing and its applications to mathematical modeling

Advances in biomolecular surface meshing and its applications to mathematical modeling
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摘要 In the field of molecular modeling and simulation, molecular surface meshes are necessary for many problems, such as molecular structure visualization and analysis, docking problem and implicit solvent modeling and simulation. Recently, with the developments of advanced mathematical modeling in the field of implicit solvent modeling and simulation, providing surface meshes with good qualities efficiently for large real biomolecular systems becomes an urgent issue beyond its traditional purposes for visualization and geometry analyses for molecular structure. In this review, we summarize recent works on this issue. First, various definitions of molecular surfaces and corresponding meshing methods are introduced. Second, our recent meshing tool, TMSmesh, and its performances are presented. Finally, we show the applications of the molecular surface mesh in implicit solvent modeling and simulations using boundary element method (BEM) and finite element method (FEM). In the field of molecular modeling and simulation, molecular surface meshes are necessary for many problems, such as molecular structure visualization and analysis, docking problem and implicit solvent modeling and simulation. Recently, with the developments of advanced mathematical modeling in the field of implicit solvent modeling and simulation, providing surface meshes with good qualities efficiently for large real biomolecular systems becomes an urgent issue beyond its traditional purposes for visualization and geometry analyses for molecular structure. In this review, we summarize recent works on this issue. First, various definitions of molecular surfaces and corresponding meshing methods are introduced. Second, our recent meshing tool, TMSmesh, and its performances are presented. Finally, we show the applications of the molecular surface mesh in implicit solvent modeling and simulations using boundary element method (BEM) and finite element method (FEM).
出处 《Chinese Science Bulletin》 SCIE EI CAS 2013年第16期1843-1849,共7页
基金 supported by the Collegiate Natural Science Foundation of Jiangsu Province (11KJB110010) National Natural Science Foundation of China(91230106, 11001062) supported by the State Key Laboratory of Scientific/Engineering Computing the National Center for Mathematics and Inter disciplinary Sciences, Chinese Academy of Sciences, National High-Tech Research and Development Program of China (2012AA020403) National Natural Science Foundation of China (10971218, 91230106)
关键词 数学建模 分子表面 应用 啮合 生物 表面网格 分子结构 分子建模 molecular surface meshing, manifold mesh, mathematical modeling, TMSmesh
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