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Titlebook: Generalized Models and Non-classical Approaches in Complex Materials 2; Holm Altenbach,Joël Pouget,Thomas Michelitsch Book 2018 Springer I

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https://doi.org/10.1007/978-3-319-50959-4by the loss or dissipation of energy during motion and thus time. The concept of real time is therefore at the center of the phenomenon of damping and given the recent scientific contributions (of gravitational waves in 2016), the notion of space-time calls for reflections and comments. The systemic
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Teng-Fei Wang,Kevin Cullinane,Dong-Wook Songline of thought developed by professor Maugin and his students on complex continuous media subject to the objectivity requirement (translational and rotational invariances). The second part shows that this principle is extensible to other types of invariance such as gauge and scale invariances. Gaug
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Efficiency Analysis and Implication,escriptions between different scales, wave propagation across the numerical interfaces between the different descriptions, and advances in describing defects in the coarse-grained domain. The analysis finds that most methods suffer from the consequences of inconsistent materials descriptions between
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Kap Hwan Kim,Su Min Jeon,Kwang Ryel Ryu one rotational degrees of freedom is considered. The linear differential-difference equations are obtained by the method of structural modeling to describe propagation of longitudinal, transverse and rotational waves in the medium. The dispersion properties of the model are analyzed. Existence of a
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William Michelson,Eleanor J. Tilsonrov’s type for the interaction between high- and low-frequency (HF and LF) waves, in which the LF field is subject to diffusive damping. The model may apply to the propagation of HF waves in plasmas. The resulting NLSE includes a .-.-.-. (pseudo-SRS) term, i.e., a spatial-domain counterpart of the S
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Hans-Jürgen Bässler,Frank Lehmanno nonlinear effects. Investigations have recently been focused on effects of second-order nonlinearity in connection with anisotropy. The current status of these investigations is reviewed in the context of earlier work on nonlinear properties of two-dimensional guided acoustic waves, in particular
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Brian Berkowitz,Ishai Dror,Bruno Yarones. The effective constitutive law of the homogenized network is evaluated successively as an effective first nonlinear 1D continuum, based on a strain driven incremental scheme written over the reference unit cell, taking into account the changes of the lattice geometry. The dynamical equations of
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Transport of Reactive Contaminantsnting cutting edge technology to study them. Due to the extraordinary properties of 2D materials, research extends from fundamental science to novel applications of 2D materials. This work introduces atomistic simulation methodologies, based on interatomic potential, as a tool to unveil the mechanic
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