The kinematic dynamo problem, part I: analytical treatment with the Bullard–Gellman formalism (English)
- New search for: Glane, Sebastian
- New search for: Reich, Felix A.
- New search for: Müller, Wolfgang H.
- New search for: Glane, Sebastian
- New search for: Reich, Felix A.
- New search for: Müller, Wolfgang H.
In:
Continuum Mechanics and Thermodynamics
;
30
, 4
; 731-774
;
2018
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ISSN:
- Article (Journal) / Electronic Resource
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Title:The kinematic dynamo problem, part I: analytical treatment with the Bullard–Gellman formalism
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Contributors:
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Published in:Continuum Mechanics and Thermodynamics ; 30, 4 ; 731-774
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Publisher:
- New search for: Springer Berlin Heidelberg
- New search for: Springer
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Place of publication:Berlin
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Publication date:2018
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ISSN:
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ZDBID:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
- New search for: 51.32$jWerkstoffmechanik / 33.62 / 33.25$jThermodynamik$jstatistische Physik / 50.38$jTechnische Thermodynamik / 51.32 / 33.62$jMechanische Eigenschaften$jakustische Eigenschaften$jthermische Eigenschaften$XKondensierte Materie / 50.33$jTechnische Strömungsmechanik / 50.31$jTechnische Mechanik / 50.31 / 50.33 / 33.25 / 50.38
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Keywords:
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Classification:
BKL: 51.32$jWerkstoffmechanik / 33.62 Mechanische Eigenschaften, akustische Eigenschaften, thermische Eigenschaften / 33.25$jThermodynamik$jstatistische Physik / 50.38$jTechnische Thermodynamik / 51.32 Werkstoffmechanik / 33.62$jMechanische Eigenschaften$jakustische Eigenschaften$jthermische Eigenschaften$XKondensierte Materie / 50.33$jTechnische Strömungsmechanik / 50.31$jTechnische Mechanik / 50.31 Technische Mechanik / 50.33 Technische Strömungsmechanik / 33.25 Thermodynamik, statistische Physik / 50.38 Technische Thermodynamik -
Source:
Table of contents – Volume 30, Issue 4
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 689
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Visualising elastic anisotropy: theoretical background and computational implementationNordmann, J. / Aßmus, M. / Altenbach, H. et al. | 2018
- 709
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Seismic waves and earthquakes in a global monolithic modelRoubíček, Tomáš et al. | 2018
- 731
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The kinematic dynamo problem, part I: analytical treatment with the Bullard–Gellman formalismGlane, Sebastian / Reich, Felix A. / Müller, Wolfgang H. et al. | 2018
- 775
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Propagation of a straight crack in dipolar elastic bodiesMarin, M. / Öchsner, A. et al. | 2018
- 783
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Analysis of nonlinear vibrations and stability of rotating asymmetrical nano-shafts incorporating surface energy effectsGhodousi, Maryam / Shahgholi, Majid / Payganeh, Gholamhassan et al. | 2018
- 805
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A thermodynamic approach to analyze shear localization in semi-solid materialsSheikh-Ansari, M. H. / Aghaie-Khafri, M. et al. | 2018
- 817
-
Extension of Gibbs–Duhem equation including influences of external fieldsGuangze, Han / Jianjia, Meng et al. | 2018
- 825
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An anisotropic elastoplastic constitutive formulation generalised for orthotropic materialsMohd Nor, M. K. / Ma’at, N. / Ho, C. S. et al. | 2018
- 861
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Examination of electromagnetic powers with the example of a Faraday disc dynamoReich, Felix A. / Müller, Wolfgang H. et al. | 2018
- 879
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Wave propagation model of heat conduction and group speedZhang, Long / Zhang, Xiaomin / Peng, Song et al. | 2018
- 889
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Nonlocal approach to nonequilibrium thermodynamics and nonlocal heat diffusion processesEl-Nabulsi, Rami Ahmad et al. | 2018
- 917
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Non-convex dissipation potentials in multiscale non-equilibrium thermodynamicsJanečka, Adam / Pavelka, Michal et al. | 2018
- 943
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A note on a derivative scheme for the finite volume method applied to incompressible viscous fluidMartins, M. M. / Vaz, M. / Zdanski, P. S. B. et al. | 2018