Titlebook: Generalized Models and Non-classical Approaches in Complex Materials 1; Holm Altenbach,Jo?l Pouget,Thomas Michelitsch Book 2018 Springer I

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https://doi.org/10.1007/978-3-662-02822-3rs, leaving the zone near the middle line as well as two layers near the beam’s lateral faces dislocation-free. The threshold bending moment at the dislocation nucleation and the hardening rate are higher than those in the case of zero dissipation.

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凝乳

Electromagnetic Fields in Meta-Media with Interfacial Surface Admittance,urface polariton and Brewster modes and offer a means to analyse analytically their physical properties given the constitutive characteristics of bulk meta-materials containing fabricated meta-surface interfaces.

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A Single Crystal Beam Bent in Double Slip,rs, leaving the zone near the middle line as well as two layers near the beam’s lateral faces dislocation-free. The threshold bending moment at the dislocation nucleation and the hardening rate are higher than those in the case of zero dissipation.

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Generalized Debye Series Theory for Acoustic Scattering: Some Applications,eometries, this result, which we term the "Generalized Debye Series Theory" (GDST), is exploited for various applications and appears as a complementary contribution to the Resonance Scattering Theory (RST) as established by H. überall et al.

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ENNUI

Qualitative Treatment of Adhesive Contacts,trical fields. The modelling is based on principles of generalized continuum mechanics developed by G.A. Maugin. The analysis demonstrates the richness of models in describing the physical effects in media with complex properties.

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Viscoelastic Properties of Elastomers,th the intended physical reality. Moreover, the weak formulation of the theory in terms of de Rham currents delivers the description of discrete isolated dislocations as a generalization of the smooth theory.

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Should We Continue the Search?,ctive character of the method is illustrated in the case of gradient and micromorphic plasticity models. It is then tentatively applied to the introduction of temperature and concentration gradient effects in diffusion theories leading to generalized heat and mass diffusion equations.