2006-01-01Buch DOI: 10.18452/2750
A Domain Decomposition method based on iterative Operator Splitting method.
In this article a new approach is proposed for constructing domain decomposition methods based on iterative operator splitting methods. We study the convergence properties of such a method. The main feature of the method is the decoupling the space and time dimension. We confirm with two numerical applications the effectiveness of the proposed iterative operator splitting method in comparison with classical Schwarz waveform relaxation method as a standard method for domain decomposition. We provide improved results and convergence rates. The efficiency of considering the whole domain in the case of the iterative operator splitting method allows more accurate results.
Files in this item
No license information
Show related Items with similar Title, Author, Creator or Subject.
2011-09-27BuchSplitting Method of Convection-Diffusion Methods with Disentanglement methods Disentanglement MethodsGeiser, Jürgen; Elbiomy, MahmoudIn this paper, we discuss higher-order operator-splitting methods done by disentanglement methods. The idea is based on computing best fitted exponents to an exponential splitting scheme with more than two operators. We ...
1988-01-01ZeitschriftenartikelA General Regression Procedure for Method Transformation. Application of Linear Regression Procedures for Method Comparison Studies in Clinical Chemistry, Part III Bablok, W.; Passing, H.; Bender, R.; Schneider, B.
2009-07-02BuchDiscretization methods with analytical characteristic methods for advection-diffusion-reaction equations and 2d applications Geiser, JürgenOur studies are motivated by a desire to model long-time simulations of possible scenarios for a waste disposal. Numerical methods are developed for solving the arising systems of convection-diffusion-dispersion-reaction ...