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Research works:
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Numerical Methods: |
-- a novel boundary element method -- "node patch" BEM
-- finite element menthod
-- finite difference
-- fast multipole method
| Electrostatics, density distribution, diffusion-reaction processes
described by the Poisson-Boltzmann equation, the Poisson-Nernst-Planck
equations, and their modified forms.
| Cellular network modeling of
calcium signaling in myocyte and virus DNA/RND trafficking.
| Prediction of solution structure (ions, water, and biomolecules),
theory and computation of hydration, hydrophobicity, and associated entropy
and free energy.
| Synergistic binding in protein kinase.
| Structural fluctuation and rate regulation in biomolecule.
| Entropy and free energy calculations in binding and docking.
Developed a reduced Hessian method to direct calculation of
entropy loss due to
reduced translational and rotational motions upon molecular binding.
And continue to extend this method as a domain-based coarse normal
mode analysis for large conformational change prediction of
supermolecule system. |
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Solvers:
| Numerical solvers
AFMPB (beta version):
Boundary element method is used
in modeling of electrostatics,
ionic effect, solvation energy, Work done includes the variational approach, hypersingular
boundary integral technique, and interpolation method for stress
tensor and force calculation, fast multipole method for speeding up
the solving process,
PNP solver:
FE/BEM hybrid scheme or pure FEM approach for solution of the
Poisson-Nernst-Planck equations, to study the nonequilibrium density
and flux profiles, diffusion processes, and solvation free energy.
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