Hyperdynamics¶
The hyperdynamics method uses a bias potential which should be zero at transition states and positive in minima to accelerate the rate of transitions as noted by Voter [HD_Vot97].
The hyperdynamics time step \(\delta t\) can be obtained from the molecular dynamics simulation time step \(\delta t^b\) multiplied by a boost factor \(e^{\beta \Delta V}\), where \({\Delta V}\) is the bias potential.
There are several possible forms of bias potential. In eOn, we have implemented the bond-boost method of Miron and Fichthorn [HD_MF03] where the bias potential is controlled by the maximal (fractional) change in any bond length in the system. This is a good bias potential for systems in which the dynamics is governed by bond breaking and forming events.
You can run a hyperdynamics job by:
Setting the
bias_potentialoption tobond_boost.Within a
parallel_replicajob.
The client job token is safe_hyperdynamics. hyperdynamics does not name a
client job.
Configuration¶
[Hyperdynamics]
- pydantic model eon.schema.HyperdynamicsConfig[source]¶
- Fields:
bias_potential (Literal['none', 'bond_boost'])bb_dvmax (float)bb_rmd_time (float)bb_boost_atom_list (str | list[int])bb_rcut (float)bb_stretch_threshold (float)bb_ds_curvature (float)
- field bias_potential: Literal['none', 'bond_boost'] = 'none'¶
Options: -
none: With no bias potential, run regular MD. -bond_boost: Bond boost method.Type of bias potential to use.
- field bb_rmd_time: float = 100.0¶
Regular MD duration (in fs) to determine equilibrium bond length before adding bias potential.
- field bb_boost_atom_list: str | list[int] = 'ALL'¶
The atoms that will be displaced in the calculation: a comma delimited list of atom indices, e.g. 0,1,2. Default is ‘All’.
- field bb_rcut: float = 3.0¶
Cutoff distance (in Angstroms) for bonds included in the bond-boost potential.
References¶
Radu A. Miron and Kristen A. Fichthorn. Accelerated molecular dynamics with the bond-boost method. The Journal of Chemical Physics, 119(12):6210–6216, September 2003. doi:10.1063/1.1603722.
Arthur F. Voter. Hyperdynamics: Accelerated Molecular Dynamics of Infrequent Events. Physical Review Letters, 78(20):3908–3911, May 1997. doi:10.1103/PhysRevLett.78.3908.