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The topological asymptotic analysis provides the sensitivity of a given shape functional with respect to an infinitesimal domain perturbation, like the insertion of holes, inclusions, cracks. In this work we present the calculation of the topological derivative for a class of shape functionals associated to the Kirchhoff plate bending problem, when a circular inclusion is introduced at an arbitrary point of the domain. According to the literature, the topological derivative has been fully developed...
The topological asymptotic analysis provides the sensitivity of a given
shape functional with respect to an infinitesimal domain perturbation, like
the insertion of holes, inclusions, cracks. In this work we present the
calculation of the topological derivative for a class of shape functionals
associated to the Kirchhoff plate bending problem, when a circular inclusion
is introduced at an arbitrary point of the domain. According to the
literature, the topological derivative has been fully developed...
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