Composing multiple models
Why?
For some nonadiabatic dynamics methods, we would like to calculate certain quantities using a number of different approximations or different machine learning model interfaces. However, a model for a potential energy surface does not and should not be able to provide e.g. an electronic friction tensor. Instead, we can use the modular nature of NQCModels.jl to combine different components to a nonadiabatic dynamics method into a single model that can be used to set up a Simulation
For example, to run Molecular Dynamics with Electronic Friction, we need to use a Model which supports the following methods:
potential!to determine the total energyderivative!to determine interatomic forcesfriction!to determine the electronic friction tensor
However, most models for potential energy surfaces only provide potential! and derivative!, whereas friction! is provided by an ElectronicFrictionProvider.
To combine different models for a system, we can use Subsystems to define which atoms in the system a given model should be applied to, and a CompositeModel to combine the different models into one. If different Subsystems should experience different effective temperatures, a TemperatureSetting can be provided when initialising a Simulation.
Example: Combining an AdiabaticModel with ElectronicFrictionProviders
using NQCDynamics
atoms = vcat([:H, :H], [:Cu for _ in 1:23]) # create example surface structure
positions = rand(3,25) # Placeholder for atomic positions
pes_model = Subsystem(Free(3)) # PES model with potential and derivative
friction_model = Subsystem(RandomFriction(3)) # Friction model supporting friction! only
println("PES model: \n", pes_model, "\nFriction model:", "friction_model")
complete_model = CompositeModel(pes_model, friction_model)CompositeModel with subsystems:
Subsystem:
🏎️ Free(3)
🔢 Colon()
Subsystem:
🏎️ RandomFriction(3)
🔢 Colon()
The functionality to combine models gives a lot of control over how each model part is applied to each atom in the system. However, this can be unnecessarily complicated to set up, e.g. for 1D systems. To make setting up a CompositeModel a bit easier, it will also accept any combination of Subsystem and models.
For example, all of these are valid constructors for a CompositeModel:
complete_model = CompositeModel(Free(3), RandomFriction(3))
complete_model = CompositeModel(Free(3), Subsystem(RandomFriction(3), 1:2), Subsystem(RandomFriction(3), 3:4))As shown above, we have combined the RandomFriction provider with a model potential to give a total model which can be used in a simulation.
println("Potential: ", NQCModels.potential(complete_model, positions))
println("Derivative: ", NQCModels.derivative(complete_model, positions))
println("Friction: ", NQCModels.friction(complete_model, positions))Potential: 0.0
Derivative: [0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0; 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0; 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0]
Friction: [73.40733305277625 2.899760566367961 -9.887547861839343 -2.4031950950016223 4.274830450502894 -15.276830325021823 -6.882265354659149 9.499538867830012 9.54010541475886 -0.03273897746079693 -8.059446700634375 1.7391618710750665 7.232500290249227 -3.247926987221721 14.556741459204531 9.716909494876747 -11.343371394594596 -5.989139512553685 7.682449778653363 11.075322144565963 -4.5984068009479895 -12.985011103997428 -9.368786296068917 -5.718278229824362 -4.941309278588039 -5.6618403976251654 -6.485276007048887 -17.117855385755757 -6.906056229881865 5.764523123116568 6.436171304791243 6.173432864817815 -10.558662698493125 5.783360089129694 15.891752633535452 24.203052019617314 12.488692218715649 7.0136741031823675 -3.947425760321082 -0.01533428586000375 -9.56713522694813 9.266672345183595 2.6141597908946883 10.996097314359885 -0.013965895826859481 1.2019947523176704 -7.4393627795078645 4.803714298206896 2.909514110015317 2.248354787643209 4.691725295727786 3.6794945613165693 4.122687446646536 0.2532883897474811 -14.342809373637898 -4.692234417531789 6.990033426141767 2.808361949116928 5.918896530924083 4.18201669288956 -7.0580044336701215 -4.002223952492179 -4.829179231519372 4.30501038724808 -3.001678547819821 -14.784113140444738 -0.9102242675891653 4.583213974169198 19.008590337303392 -10.209040537938229 15.024485618999712 4.428066677166368 7.650938899812328 -1.696306527033894 -1.0948381205389242; 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