Electromagnetic inversion is a powerful technique in geophysics for mapping subsurface electrical properties. It uses measured electromagnetic field data to estimate conductivity, permeability, and permittivity, providing insights into rock types, fluids, and structures beneath the Earth's surface.
This method faces challenges like non-uniqueness and limited depth penetration. However, advanced processing, integration with other data types, and careful interpretation make it a valuable tool for applications in resource exploration, environmental studies, and geological mapping.
Electromagnetic Inversion Principles
Fundamentals of Electromagnetic Inversion
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Electromagnetic inversion estimates subsurface electrical properties from measured electromagnetic field data
Forward problem calculates electromagnetic response for a given subsurface model
Inverse problem determines subsurface model that best explains observed electromagnetic data
techniques stabilize inversion process and handle ill-posedness and non-uniqueness issues
Common methods include Occam's inversion, Gauss-Newton method, and conjugate gradient approaches
Performed in frequency domain or time domain, each with distinct advantages and challenges
Algorithm choice depends on data type, computational resources, and desired
Electromagnetic Data Processing and Model Parameterization
Data preprocessing techniques improve inversion results
Noise reduction filters out unwanted signals
Data weighting assigns importance to different measurements
Parameterization of subsurface model involves choosing between:
Layered models (horizontal layers with uniform properties)
Blocky models (discrete regions with distinct properties)
Smooth models (gradual variations in properties)
Initial model selection impacts convergence and final results of inversion process
Inversion algorithms minimize objective function including and model regularization terms
Iteration schemes update model parameters during inversion process
Levenberg-Marquardt algorithm balances gradient descent and Gauss-Newton methods
Trust-region methods define a region where the model is trusted and updated
Constraints from prior geological information or other geophysical data improve inversion results
Electromagnetic Inversion Applications
Estimating Subsurface Electrical Properties
Electrical properties of interest in subsurface imaging:
Electrical conductivity (measure of ability to conduct electric current)
Magnetic permeability (measure of magnetization response)
Dielectric permittivity (measure of electric field storage capacity)
Inversion results typically presented as 1D, 2D, or 3D models of subsurface electrical properties