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A coupled polarization-matrix inversion and iteration approach for accelerating the dipole convergence in a polarizable potential function
Wangshen Xie, Jingzhi Pu,
Jiali Gao
Chemistry (Twin Cities)
Research output
:
Contribution to journal
›
Article
›
peer-review
18
Scopus citations
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Dive into the research topics of 'A coupled polarization-matrix inversion and iteration approach for accelerating the dipole convergence in a polarizable potential function'. Together they form a unique fingerprint.
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Physics & Astronomy
iteration
97%
inversions
81%
dipoles
73%
polarization
54%
interactions
39%
preconditioning
19%
numerical stability
19%
alanine
18%
matrices
15%
molecules
15%
boxes
13%
induction
13%
dipole moments
13%
costs
10%
tensors
10%
molecular dynamics
10%
water
8%
configurations
7%
simulation
5%
Chemical Compounds
Dipole
100%
Intermolecular Potential
67%
Dipole Interaction
57%
Polarization
37%
Pentapeptide
30%
Polarizability
25%
Dipole Moment
23%
Cubic Space Group
20%
Molecular Dynamics
18%
Molecule
17%
Block Like Crystal
17%
Simulation
15%
Reaction Yield
10%