LJGauss¶
- class hoomd.md.alchemy.pair.LJGauss(nlist, default_r_cut=None, default_r_on=0.0, mode='none')¶
Bases:
LJGauss
Alchemical Lennard Jones Gauss pair force.
- Parameters:
nlist (hoomd.md.nlist.NeighborList) – Neighbor list.
default_r_cut (float) – Default cutoff radius \([\mathrm{length}]\).
default_r_on (float) – Default turn-on radius \([\mathrm{length}]\).
mode (str) – Energy shifting/smoothing mode.
LJGauss
computes the Lennard-Jones Gauss force on all particles in the simulation state, with additional alchemical degrees of freedom:\[U(r) = 1\ [\mathrm{energy}] \cdot \left[ \left ( \frac{1\ [\mathrm{length}]}{r} \right)^{12} - \left ( \frac{2\ [\mathrm{length}]}{r} \right)^{6} \right] - \alpha_{1}\epsilon \exp \left[ - \frac{\left(r - \alpha_{2}r_{0}\right)^{2}}{2 (\alpha_{3}\sigma)^{2}} \right],\]where \(\alpha_i\) are the alchemical degrees of freedom.
Note
\(\alpha_i\) not accessed are set to 1.
Attention
hoomd.md.alchemy.pair.LJGauss
does not support execution on GPUs.Attention
hoomd.md.alchemy.pair.LJGauss
does not support MPI parallel simulations.
Members inherited from
AutotunedObject
:- property kernel_parameters¶
Kernel parameters.
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- property is_tuning_complete¶
Check if kernel parameter tuning is complete.
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- tune_kernel_parameters()¶
Start tuning kernel parameters.
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Members inherited from
Force
:- additional_energy¶
Additional energy term.
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- additional_virial¶
Additional virial tensor term \(W_\mathrm{additional}\).
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- cpu_local_force_arrays¶
Local force arrays on the CPU.
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- energies¶
Energy contribution \(U_i\) from each particle.
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- energy¶
The potential energy \(U\) of the system from this force.
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- forces¶
The force \(\vec{F}_i\) applied to each particle.
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- gpu_local_force_arrays¶
Local force arrays on the GPU.
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- torques¶
The torque \(\vec{\tau}_i\) applied to each particle.
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- virials¶
Virial tensor contribution \(W_i\) from each particle.
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Members inherited from
Pair
:- nlist¶
Neighbor list used to compute the pair force.
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- mode¶
Energy smoothing/cutoff mode.
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- r_cut¶
Cuttoff radius beyond which the energy and force are 0.
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- r_on¶
Radius at which the XPLOR smoothing function starts.
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- compute_energy()¶
Compute the energy between two sets of particles.
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Members defined in
LJGauss
:- params¶
The potential parameters. The dictionary has the following keys:
epsilon
(float
, required) - energy parameter \(\varepsilon\) \([\mathrm{energy}]\)sigma
(float
, required) - Gaussian width \(\sigma\) \([\mathrm{length}]\)r0
(float
, required) - Gaussian center \(r_0\) \([\mathrm{length}]\)
Type:
TypeParameter
[tuple
[particle_type
,particle_type
],dict
]
- epsilon¶
Alchemical degrees of freedom for the potential parameter \(\epsilon\).
Type:
AlchemicalDOFStore
[tuple
[particle_type
,particle_type
],AlchemicalDOF
])
- sigma¶
Alchemical degrees of freedom for the potential parameter \(\sigma\).
Type:
AlchemicalDOFStore
[tuple
[particle_type
,particle_type
],AlchemicalDOF
])
- r0¶
Alchemical degrees of freedom for the potential parameter \(r_0\).
Type:
AlchemicalDOFStore
[tuple
[particle_type
,particle_type
],AlchemicalDOF
])