A viscoelastic damage model for polycrystalline ice, inspired by Weibull-distributed fiber bundle models. Part II: Thermodynamics of a rank-4 damage model
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Date
2014-11
Publication Type
Journal Article
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yes
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Abstract
We consider a viscoelastic–viscoplastic continuum damage model for polycrystalline ice. The focus lies on the thermodynamics particularities of such a constitutive model and restrictions on the constitutive theory which are implied by the entropy principle. We use Müller’s formulation of the entropy principle, together with Liu’s method of exploiting it with the aid of Lagrange multipliers.
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published
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Journal / series
Volume
26 (6)
Pages / Article No.
895 - 906
Publisher
Springer
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Subject
Damage mechanics; Delayed elastic response; Nonlinear viscous heat conducting fluid; Polycrystalline ice
Organisational unit
08726 - Funk, Martin (Tit.-Prof.) (ehemalig)
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It was possible to publish this article open access thanks to a Swiss National Licence with the publisher.
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