Yu Zhu, Andreas C. Cangellaris.

Yu Zhu, Andreas C. This is the first comprehensive monograph that features state-of-the-art multigrid methods for enhancing the modeling versatility, numerical robustness, and computational efficiency of one of the most popular classes of numerical electromagnetic field modeling methods: the method of finite elements. The focus of the publication is the development of robust preconditioners for the iterative solution of electromagnetic field boundary value problems (BVPs) discretized by means of finite methods.

Wendker is survived by his wife, Walburga, and two sons, Martin and Andreas.

Finite Element Formulations of Electromagnetic BVPs. Yu Zhu, Andreas C. 4. Iterative Methods, Preconditioners, and Multigrid. 5. Nested Multigrid Preconditioner. 6. Nested Multigrid Vector and Scaler Potential Preconditioner. 7. Hierarchical Multilevel and Hybrid Potential Preconditioners. 8. Krylov-Subspace Based Eigenvalue Analysis. 9. Two-Dimensional Eigenvalue Analysis of Waveguides. oceedings{Zhu2006MultigridFE, title {Multigrid finite element methods for electromagnetic field modeling}, author {Yu Zhu and Andreas C. Cangellaris}, year {2006} }.

Multigrid methods can be applied in combination with any of the common discretization techniques. Yu Zhu; Andreas C. Cangellaris (2006). Multigrid finite element methods for electromagnetic field modeling. p. 132 ff. ISBN 978-0-471-74110-7. For example, the finite element method may be recast as a multigrid method. In these cases, multigrid methods are among the fastest solution techniques known today. In contrast to other methods, multigrid methods are general in that they can treat arbitrary regions and boundary conditions. They do not depend on the separability of the equations or other special properties of the equation.

This is the first comprehensive monograph that features state–of–the–art multigrid methods for enhancing the modeling versatility, numerical robustness, and computational efficiency of one of the most popular classes of numerical electromagnetic field modeling methods: th. .

This is the first comprehensive monograph that features state–of–the–art multigrid methods for enhancing the modeling versatility, numerical robustness, and computational efficiency of one of the most popular classes of numerical electromagnetic field modeling methods: the method of finite elements.

Автор: Yu Zhu Название: Multigrid Finite Element Methods for . The book includes a great number of straightforward and challenging exercises and problems.

Generic analytic modeling methods for magnetic field and torque output are developed, which can be applied to the development of other electromagnetic actuators.

Multigrid finite element methods for electromagnetic field modeling. Y Zhu, AC Cangellaris. Point-matched time domain finite element methods for electromagnetic radiation and scattering. John Wiley & Sons, 2006. A Cangellaris, CC Lin, K Mei. IEEE Transactions on Antennas and Propagation 35 (10), 1160-1173, 1987. Numerical stability and numerical dispersion of a compact 2-D/FDTD method used for the dispersion analysis of waveguides. IEEE Microwave and Guided Wave Letters 3 (1), 3-5, 1993.

Second, the electromagnetic boundary value problem of interest in this book is defined and discussed briefly. This is followed by the discussion of current and future challenges in finite element- based electromagnetic field modeling. This discussion helps motivate the methodologies and algorithms presented in the following chapters.

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Electromagnetic Modeling by Finite Element Methods eBooks & eLearning. Posted by ChrisRedfield at Jan. 26, 2019. João Pedro A. Bastos, Nelson Sadowski - Electromagnetic Modeling by Finite Element Methods Published: 2003-04-01 ISBN: 0824742699 PDF 510 pages 1. 1 MB. Details. Process Modelling and Simulation with Finite Element Methods eBooks & eLearning. olesya at March 8, 2016. Process Modelling and Simulation with Finite Element Methods by William B. J. Zimmerman English Mar. 2004 ISBN: 9812387935 396 Pages PDF 18 MB.