Computational Micromagnetism (Advances in Numerical Mathematics) 2001st Edition by Andreas Prohl (PDF)

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    Ebook Info

    • Published: 2001
    • Number of pages: 322 pages
    • Format: PDF
    • File Size: 10.79 MB
    • Authors: Andreas Prohl

    Description

    The objective of this monograph is a numerical analysis of the well-accepted models of Landau, Lifshitz and Gilbert for (electrically conducting) ferromagnets. Part I discusses convergence behavior of different finite element schemes for solving the stationary problem. Part II deals with numerical analyses of different penalization / projection strategies in nonstationary micromagnetism; it closes with a chapter on nematic liquid crystals to show applicability of these new methods to further applications.

    User’s Reviews

    Editorial Reviews: Book Description A numerical analysis From the Back Cover Ferromagnetic materials are widely used as recording media. Their magnetic patterns are described by the well-accepted model of Landau and Lifshitz. Over the last years, different strategies habe been developed to tackle the related non-convex minimization problem: direct minimization, convexification, and relaxation by using Young measures. Nonstationary effects are considered in the extended models of Landau, Lifshitz and Gilbert for (electrically conducting) ferromagnets. The objective of this monograph is a numerical analysis of these models. Part I discusses convergence behavior of different finite element schemes for solving the stationary problem. Part II deals with numerical analyses of different penalization / projection strategies in nonstationary micromagnetism; it closes with a chapter on nematic liquid crystals to show applicability of these new methods to further applications. About the Author Dr. Andreas Prohl, Universität Kiel Read more

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