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Approaches to accommodate noisy data in the direct solution of inverse problems in incompressible plane strain elasticity

机译:直接压缩不可压缩平面应变弹性反问题中包含噪声数据的方法

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摘要

We apply the adjoint-weighted equation method (AWE) to the direct solution of inverse problems of incompressible plane strain elasticity. We show that based on untreated noisy displacements, the reconstruction of the shear modulus can be very poor. We link this poor performance to loss of coercivity of the weak form when treating problems with discontinuous coefficients. We demonstrate that by smoothing the displacements and appending a regularization term to the AWE formulation, a dramatic improvement in the reconstruction can be achieved. With these improvements, the advantages of the AWE method as a direct solution approach can be extended to a wider range of problems.
机译:我们将伴随加权方程法(AWE)应用于不可压缩平面应变弹性反问题的直接解。我们表明,基于未处理的噪声位移,剪切模量的重建可能非常差。当处理具有不连续系数的问题时,我们将这种较差的性能与弱形式的矫顽力的损失联系起来。我们证明,通过平滑位移并将正则化项附加到AWE公式,可以显着改善重建效果。通过这些改进,可以将AWE方法作为直接解决方案方法的优点扩展到更大范围的问题。

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