SimPEG.potential_fields.magnetics.Simulation3DDifferential#

class SimPEG.potential_fields.magnetics.Simulation3DDifferential(mesh, survey=None, **kwargs)[source]#

Bases: SimPEG.base.pde_simulation.BaseMagneticPDESimulation

Secondary field approach using differential equations!

Attributes

`MfMuI`	Face property inner product inverse matrix.
`MfMui`	Face property inner product matrix.
`survey`	The survey for this simulation.

MfMu0
Qfx
Qfy
Qfz

Methods

`Jtvec`(m, v[, u])	Computing Jacobian^T multiplied by vector.
`Jvec`(m, v[, u])	Computing Jacobian multiplied by vector
`fields`(m)	Return magnetic potential (u) and flux (B)
`getA`(m)	GetA creates and returns the A matrix for the Magnetics problem
`getB0`()	To use getB0 method, SimPEG requires that the survey be specified.
`getRHS`(m)
`projectFields`(u)	This function projects the fields onto the data space.
`projectFieldsDeriv`(B)	This function projects the fields onto the data space.

makeMassMatrices
projectFieldsAsVector