A fast numerical simulation method for two-dimensional magnetotelluric field
A numerical simulation and electromagnetic field technology, applied in electric/magnetic exploration, CAD numerical modeling, complex mathematical operations, etc., can solve problems that limit the forward and inverse interpretation of large-scale magnetotelluric exploration, and it is difficult to deal with undulating terrain and complex Time-consuming problems such as the formation of abnormal bodies and coefficient matrices, etc., to achieve the effects of reducing calculation time, efficient solution, and high parallelism
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[0068] The constructed two-dimensional geoelectric model is divided into a grid along the horizontal direction (y axis) and the depth direction (z axis).
[0074] For the two-dimensional magnetotelluric problem, equation (1) can be decoupled into two independent modes, namely the TE and TM polarizations
[0082] Referring to FIG. 2, it is assumed that there is a layer of horizontal uniform layered medium model, and the first layer of medium is an air layer. Polarization in TE
[0087] The sum, obtained by formula (5):
[0095] From the boundary condition formula (5), we can get:
[0097] The sum in the formula (8) is brought into the formula (9), and the coefficient sum of each layer can be obtained sequentially from top to bottom,
[0098] In the TM mode, we assume that the natural field source is the direction, and the solutions in the form of the primary electric field and the primary magnetic field are:
[0104] The electrical parameters of the conductivity distribution model ...
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