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- W17860695 abstract "In this communication a Variation Boundary Integral Equation (BIE) for the solution of identification inverse problems is presented. This equation relates the variation of the fields along the boundary with the variation of the geometry of a flaw, whose position and shape are unknown beforehand. The Variation BIE is obtained linearizing the difference between the standard BIE for the actual configuration (actual flaw) and the standard BIE for the assumed configuration. The resulting Variation BIE has not been completely derived before, to the authors knowledge. The solution of the ensuing Variation BIE is tackled by a procedure that avoids altogether the solution of a nonlinear minimization problem. The variations of the design variables (geometry) have been written in terms of a virtual strain field applied to the flaw. This approach can be applied to flaws of any shape and location. Several numerical applications are solved with the proposed formulation." @default.
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- W17860695 modified "2023-09-27" @default.
- W17860695 title "VARIATION BOUNDARY INTEGRAL EQUATION FOR FLAW SHAPE IDENTIFICATION" @default.
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