Titlebook: Advanced Boundary Element Methods; Proceedings of the I Thomas A. Cruse Conference proceedings 1988 Springer-Verlag, Berlin, Heidelberg 198

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https://doi.org/10.1007/978-981-15-3568-0aviour of the component at each step of the algorithm. This method prooved to be very efficient and in now applied to three dimensional structures using the Boundary Element method as analysis tool. The principle of the shape optimization method is to repeatedly modify the shape of the structure acc

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https://doi.org/10.1007/978-981-15-3568-0s -- we present a combined approach with finite elements and boundary elements. The given method is based on a general variational principle which renders all boundary conditions on the interface manifold Γ to be natural and also allows inhomogeneous material for the scatterer given here by a bounde

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Kenji Nanba,Alexei Konoplev,Toshihiro Wadar kernels encountered in a collocation procedure and secondly, the interpolation of the unknown functions over the element surface and the interpolation of the element surface itself..For kernel integration, some results are presented which combine the method of singularity subtraction and Taylor ex

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Kenji Nanba,Shota Moritaka,Yasunori Igarashior convergence computation of a classic 3D shell problem (a ring with circular cross-section under concentrated loading) solved by using BEM is presented. Some numerical analysis experience in 30 BEM with isoparametric element has also been summarized in this paper. By way of a great number of numer

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