Numerical Techniques for Boundary Element Methods: Proceedings Of The Seventh Gamm Seminar, Kiel, January 25-27, 1991 (Notes On Numerical Fluid ... Mechanics and Multidisciplinary Design, 33 7) - Softcover

Hackbusch, Wolfgang

 
9783528076337: Numerical Techniques for Boundary Element Methods: Proceedings Of The Seventh Gamm Seminar, Kiel, January 25-27, 1991 (Notes On Numerical Fluid ... Mechanics and Multidisciplinary Design, 33 7)

Inhaltsangabe

On parallel processing in 3-D acoustic BEM.- On the boundary element method realization on a transputer system.- Direct evaluation of hypersingular integrals in 2D BEM.- Efficient algorithms for vector or parallel-computing to analyse nonlinear gravity waves with the boundary element method.- Modal analysis of solar arrays using boundary integral equations.- A panel method using numerical integration.- On the existence and evaluation of the derivatives of the single layer potential.- The triangle-to-square transformation for finite-part integrals.- Numerical solution of the oblique derivative problem in R3 using the Galerkin-Bubnov-method Numerical integration, solution of the linear system of equations and the use of vector pipeline machines.- The analytical integration of boundary integrals for plate bending.- Transient heat conduction by boundary collocation methods and FEM - a comparison study.- Computation of plane stress fields by the covering domain method.- On quadrature methods of Gauss type for singular integral equations and the airfoil equation.- Convergence of spline approximation methods for periodic elliptic pseudodifferential equations.- Calculation of blade-vortex interaction of rotary wings in incompressible flow by an unsteady vortex-lattice method including free wake analysis.- Numerical techniques for the coupling stiffness matrix of FEM and BEM.- On the numerical integration of singular surface integrals in the BEM.- List of participants.

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Über die Autorin bzw. den Autor

Arbeitsfeld des Autors: Diskretisierung partieller Differentialgleichungen, Diskretisierung von Integralgleichungen (Randelementmethoden), schnelle Lösung großer Gleichungssysteme, Mehrgittermethoden Auszeichnungen: Leibniz-Preis, Brouwer-Medaille

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