Base SimPEG Classes (simpeg)

SimPEG is built off of several base classes that define the general structure of simulations and inversion operations.

Simulations

Base Simulations

simulation.BaseSimulation([survey, ...])	Base class for all geophysical forward simulations in SimPEG.
simulation.BaseTimeSimulation([t0, time_steps])	Base class for time domain simulations.
simulation.LinearSimulation([linear_model, ...])	Linear forward simulation class.
simulation.ExponentialSinusoidSimulation(mesh)	Simulation class for exponentially decaying sinusoidal kernel functions.
base.BasePDESimulation(mesh[, solver, ...])	Base simulation for PDE solutions.
base.BaseElectricalPDESimulation(mesh[, ...])
base.BaseMagneticPDESimulation(mesh[, mu, ...])

Base Surveys, Sources and Receivers

survey.BaseRx(locations[, storeProjections])	Base SimPEG receiver class.
survey.BaseTimeRx(locations, times, **kwargs)	Base SimPEG receiver class for time-domain simulations
survey.BaseSrc([receiver_list, location])	Base SimPEG source class.
survey.BaseSurvey(source_list[, counter])	Base SimPEG survey class.
survey.BaseTimeSurvey(source_list[, counter])	Base SimPEG survey class for time-dependent simulations.

Models

models.Model(input_array[, mapping])
props.PhysicalProperty(short_details[, ...])
props.Derivative([short_details, ...])
props.Invertible(property_name[, optional])
props.Reciprocal(prop1, prop2)
props.HasModel([model])

Data

data.Data(survey[, dobs, relative_error, ...])	Class for defining data in SimPEG.
data.SyntheticData(survey[, dobs, dclean, ...])	Synthetic data class.

Fields

fields.Fields(simulation[, knownFields, ...])	Base class for storing fields.
fields.TimeFields(simulation[, knownFields, ...])	Base class for storing TDEM fields.

Mappings

maps.BaseParametric(mesh[, slope, ...])	Base class for parametric mappings from simple geological structures to meshes.
maps.ChiMap([mesh, nP])	Mapping that computes the magnetic permeability given a set of magnetic susceptibilities.
maps.ComboMap(maps, **kwargs)	Combination mapping constructed by joining a set of other mappings.
maps.ComplexMap([mesh, nP])	Maps the real and imaginary component values stored in a model to complex values.
maps.ExpMap([mesh, nP])	Mapping that computes the natural exponentials of the model parameters.
maps.IdentityMap([mesh, nP])	Identity mapping and the base mapping class for all other SimPEG mappings.
maps.InjectActiveCells(mesh[, active_cells, ...])	Map active cells model to all cell of a mesh.
maps.LinearMap(A[, b])	A generalized linear mapping.
maps.LogisticSigmoidMap([mesh, nP, ...])	Mapping that computes the logistic sigmoid of the model parameters.
maps.LogMap([mesh, nP])	Mapping that computes the natural logarithm of the model parameters.
maps.Mesh2Mesh(meshes[, active_cells])	Takes a model on one mesh are translates it to another mesh.
maps.MuRelative([mesh, nP])	Mapping that computes the magnetic permeability given a set of relative permeabilities.
maps.ParametricBlock(mesh[, epsilon, p])	Mapping for a rectangular block within a wholespace.
maps.ParametricBlockInLayer(mesh, **kwargs)	Parametric Block in a Layered Space
maps.ParametricCasingAndLayer(mesh, **kwargs)	Parametric layered space with casing.
maps.ParametricCircleMap(mesh[, logSigma, slope])	Mapping for a parameterized circle.
maps.ParametricEllipsoid(mesh, **kwargs)	Mapping for a rectangular block within a wholespace.
maps.ParametricLayer(mesh[, slope, ...])	Mapping for a horizontal layer within a wholespace.
maps.ParametricPolyMap(mesh, order[, ...])	Mapping for 2 layer model whose interface is defined by a polynomial.
maps.ParametricSplineMap(mesh, pts[, ptsv, ...])	Mapping to parameterize the boundary between two geological units using spline interpolation.
maps.PolynomialPetroClusterMap([coeffxx, ...])	Modeling polynomial relationships between physical properties
maps.Projection(nP, index, **kwargs)	Projection mapping.
maps.ReciprocalMap([mesh, nP])	Mapping that computes the reciprocals of the model parameters.
maps.SelfConsistentEffectiveMedium([mesh, ...])	Two phase self-consistent effective medium theory mapping for ellipsoidal inclusions.
maps.SphericalSystem([mesh, nP])	Mapping vectors from spherical to Cartesian coordinates.
maps.SumMap(maps, **kwargs)	Combination map constructed by summing multiple mappings to the same vector space.
maps.Surject2Dto3D(mesh[, normal])	Map 2D tensor model to 3D tensor mesh.
maps.SurjectFull(mesh, **kwargs)	Mapping a single property value to all mesh cells.
maps.SurjectUnits(indices, **kwargs)	Surjective mapping to all mesh cells.
maps.SurjectVertical1D(mesh, **kwargs)	Map 1D layered Earth model to 2D or 3D tensor mesh.
maps.TileMap(global_mesh, global_active, ...)	Mapping for tiled inversion.
maps.Weighting([mesh, nP, weights])	Mapping that scales the elements of the model by a corresponding set of weights.
maps.Wires(*args)	Mapping class for organizing multiple parameter types into a single model.

Inversions

Objective Function Pieces

objective_function.BaseObjectiveFunction([...])	Base class for creating objective functions.
objective_function.ComboObjectiveFunction([...])	Composite for multiple objective functions.
objective_function.L2ObjectiveFunction([nP, ...])	Weighted least-squares objective function class.
data_misfit.BaseDataMisfit(data, simulation)	Base data misfit class.
data_misfit.L2DataMisfit(data, simulation[, ...])	Least-squares data misfit.

Optimizations

optimization.ProjectedGradient(*[, lower, ...])
optimization.BFGS(**kwargs)
optimization.GaussNewton(**kwargs)
optimization.InexactGaussNewton(*[, ...])	Minimizes using CG as the inexact solver of
optimization.SteepestDescent(**kwargs)
optimization.NewtonRoot(**kwargs)	Newton Method - Root Finding
optimization.ProjectedGNCG(*[, lower, ...])
optimization.Minimize(**kwargs)	Minimize is a general class for derivative based optimization.
optimization.Remember()	This mixin remembers all the things you tend to forget.
optimization.IterationPrinters()	docstring for IterationPrinters
optimization.StoppingCriteria()	docstring for StoppingCriteria

Base inversion pieces

inverse_problem.BaseInvProblem(dmisfit, reg, opt)
inversion.BaseInversion(invProb[, ...])	Inversion Class