Recovering of a contact boundary in a layered medium
© Y.I. Dubovenko
A nonlinear contact problem on the Numerov set is approximated with sufficient accuracy by the solutions of two types of linear integral equations of 1-st kind. On its basis problems of correct contact surface renovation by the field data on almost infinite and essentially restricted sets are stated. Stable iteration processes for its solution, convergence acceleration scheme are proposed. <<back |
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