skip to main content
Show Results with:

Analysis of the Flow of Magnetoelastic Materials

Benešová, Barbora et al.

Proceedings in applied mathematics and mechanics: PAMM. Volume 16:Issue 1 (2016); pp 663-664 -- Wiley-VCH

Online access

  • Title:
    Analysis of the Flow of Magnetoelastic Materials
  • Author: Benešová, Barbora;
    Forster, Johannes;
    García‐Cervera, Carlos;
    Liu, Chun;
    Schlömerkemper, Anja
  • Found In: Proceedings in applied mathematics and mechanics: PAMM. Volume 16:Issue 1 (2016); pp 663-664
  • Journal Title: Proceedings in applied mathematics and mechanics: PAMM
  • Subjects: Applied mathematics--Periodicals; Engineering mathematics--Periodicals; Mathematical physics--Periodicals; Dewey: 519
  • Rights: legaldeposit
  • Publication Details: Wiley-VCH
  • Abstract: Abstract:

    We consider evolutionary models for magnetoelastic materials. The PDEs modeling the flow of the material were derived from variational principles in a continuum mechanical setting.

    In this article, we discuss the existence of weak solutions for two models, one with gradient flow type dynamics on the magnetic variable and in the other the dynamics of the magnetization is described by the Landau‐Lifshitz‐Gilbert equation. We highlight the main differences of the proofs in the two cases. © 2016 Wiley‐VCH Verlag GmbH & Co. KGaA, Weinheim)


  • Identifier: System Number: LDEAvdc_100038850753.0x000001; Journal ISSN: 1617-7061; 10.1002/pamm.201610320
  • Publication Date: 2016
  • Physical Description: Electronic
  • Shelfmark(s): ELD Digital store

Searching Remote Databases, Please Wait