Abstract:
This paper proposes a method for the numerical solution of the direct one-dimensional problem of magnetotelluric sounding. The construction of difference schemes is realized by the local integral equations method. A natural variant of the interpolation of an approximate solution is considered. The estimate of convergence of the approximate solution to the exact one and the estimate of the interpolation error are proved.
Key words:Tikhonov-Cagniard model, direct one-dimensional problem of magnetotelluric sounding, numerical solution, interpolation of an approximate solution, matrix exponent, local integral equation, convergence estimates.