A Conductivity Reconstruction Method for Magnetothermoacoustic Imaging Based on the Linear Poisson Equation
A Poisson equation, conductivity technology, applied in the measurement of electrical variables, resistance/reactance/impedance, measurement devices, etc., can solve problems such as the inability to give the conductivity distribution
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[0037] The present invention will be further described below in conjunction with the accompanying drawings and specific embodiments.
[0038] The magneto-thermoacoustic imaging conductivity reconstruction method of the present invention mainly includes five steps: the first step is to obtain an effective magneto-thermoacoustic signal; the second step is to use the magneto-thermoacoustic signal to obtain the distribution of the thermoacoustic source by using the time inversion method; the third step Conduct spatial discretization of conductive objects, give the initial value of conductivity, and solve the linear Poisson equation according to the current continuity theorem and magneto-thermoacoustic distribution to obtain the spatial component of the scalar potential of the conductive object; the fourth step is to set the Poisson equation to satisfy Objective function; the fifth step is to substitute the spatial component of the scalar potential and the primary magnetic dislocati...
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