Titlebook: Boundary Element Topics; Proceedings of the F Wolfgang L. Wendland Conference proceedings 1997 Springer-Verlag Berlin Heidelberg 1997 3D gr

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本土

Frequency and Voltage Scaling Design,proving stability and error estimates have to take care of the fact that the solutions of the equations considered contain singularities. In Section 2 we derive stability conditions for a quadrature method using splines for a weakly singular integral equation. The same equation is considered in the

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https://doi.org/10.1007/978-0-387-71819-4es. If those problems are converted via the direct method into boundary integral equations, the solutions of the latter inherit those edge and corner singularities. The singularities disturb the convergence of numerical schemes, e g finite element or boundary element methods. Numerical schemes conve

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Integrated Circuits and Systemsflows. After Hess & Smith [17] introduced the panel methods into fluid mechanics, many different methods have been developed [31, 32, 41]; surveys of the existing methods are given by Wagner [45, 46] Hoeijmakers [18] and Hess [16]. With the increasing use of computers, lifting surface theories [43,

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Michael Keating,David Flynn,Kaijian Shiiven by a function .(.) = 0. We present a new algorithm which creates a “nearly” uniform triangulation of this manifold. Our ideas are based on the procedures by E.L. Allgower [1] and on local geometry properties [2], The algorithm allows a parallel discretization and was tested for several examples

Cubicle

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https://doi.org/10.1007/978-0-387-71819-4ar elasticity. Especially we want to resolve zones with high stress gradients, for example the surrounding of notches in a loaded machine part. The stress peak may occur the failure of the whole structure.

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Bimetal Problems,This is a special class of problems for piece-wise homogeneous bodies where the interface between the homogeneous parts intersects the outer boundary. The following two pictures illustrate the domains which will be considered.