Project supported by the National Natural Science Foundation of China (Grant Nos. 12222506, 12347102, 12447164, and 12174184)。
Accurately estimating protein–ligand binding free energy is crucial for drug design and biophysics, yet remains a challenging task. In this study, we applied the screening molecular mechanics/Poisson–Boltzmann surfa...
Project supported by the National Natural Science Foundation of China(Grant Nos.11874045 and 11774147)。
The molecular mechanics/Poisson-Boltzmann surface area(MM/PBSA) method has been widely used in predicting the binding affinity among ligands,proteins,and nucleic acids.However,the accuracy of the predicted binding ene...
We consider the problem of measuring the electric charge of nanoparticles immersed in a fluid electrolyte. We develop a mathematical framework based on the solution of the nonlinear Poisson-Boltzmann equation to obtai...
This article concerns the application of wavelet techniques on molecular surfaces constituted of four-sided patches. The Polarizable Continuum Model, which is governed by the Poisson-Boltzmann equation, is treated by ...
The Poisson-Boltzmann equation is widely used for modeling the electrostatics of biomolecules,but the calculation results are sensitive to the choice of the boundary between the low solute dielectric and the high solv...
supported by NIGMS,NIH,grant number,1R01GM093937-01.
The definition of a molecular surface which is physically sound and computationally efficient is a very interesting and long standing problem in the implicit solvent continuum modeling of biomolecular systems as well ...
supported by NSF,DOE,HHMI,and NIH(B.Z./X.S./N.P.:NSF 0905164,B.Z./J.H.:NSF 0811130 and NSF 0905473,J.A.M.:NSF MCB1020765 and NIH GM31749);the NSF Center of Theoretical Biological Physics(CTBP);partially funded by the Chinese Academy of Sciences,the State Key Laboratory of Scientific/Engineering Computing,and the China NSF(NSFC1097218).
This paper summarizes the mathematical and numerical theories and computational elements of the adaptive fast multipole Poisson-Boltzmann(AFMPB)solver.We introduce and discuss the following components in order:the Poi...
supported in part by the W.M.Keck Foundation,by the Institute for Collaborative Biotechnologies through contract no.W911NF-09-D-0001 from the U.S.Army Research Office;by ONR under grant agreement N00014-11-1-0027;by the National Science Foundation under grant agreement CHE 1027817;by the Department of Energy under grant agreement DE-FG02-08ER15991.
We present a solver for the Poisson-Boltzmann equation and demonstrate its applicability for biomolecular electrostatics computation.The solver uses a level set framework to represent sharp,complex interfaces in a sim...
supported by a grant from the Institute of General Medical Sciences,National Institutes of Health,award number 1R01GM093937.
Here we report a web server,the DelPhi web server,which utilizes DelPhi program to calculate electrostatic energies and the corresponding electrostatic potential and ionic distributions,and dielectric map.The server p...