Titlebook: Rational Continua, Classical and New; A collection of pape P. Podio-Guidugli,M. Brocato Book 2003 Springer-Verlag Italia, Milano 2003 Conti

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On the Hysteresis in Martensitic Transformations,erfaces which implies that, in the region above the phase equilibrium line, only processes with nondecreasing amount of the second phase are possible while below the situation is the opposite. This picture provides all the elements necessary for the explanation of the hysteresis, including the internal hysteresis loops.

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Simplifield Dynamics of a Continuous Peptide Chain,tinuous chain. In a particular periodic case the problem is governed by the pendulum equation. To examine the latter, in Sect. 2 we present a procedure applied to the discrete system of rigid units, introducing an average argument in the interaction energy. Thus, the continuum equations of motion are further simplified.

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Mediated Interactions of Proteins in Lipid Membranes, the closed a curve representing the membrane shape can be analytically determined. The nonlinear effects of a closed geometry determine new qualitative features such as new, nontrivial equilibrium configurations of the proteins along the membrane.

Pigeon

Meander

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Second-Order Surface Potentials in Finite Elasticity,a given deformation are modelled by a surface potential whose density depends not only on the first deformation gradient but also on the second. The cases of tangential and simple surface potentials are given special attention, as well as the case of surface potentials admitting an energetically equ

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Elastic Symmetry Restrictions from Structural Gradients, if the material symmetry and the structural gradient are determined on the same scale for a linearly elastic material, then the only linear elastic symmetries possible for gradient materials are the trigonal, monoclinic and triclinic symmetries. The key point is that, on the same scale, the normal

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A Continuum Description of Diatomic Systems,d for a binary mixture of elastic bodies in absence of diffusion. The method of approximation, similar to one proposed by Signorini within the theory of elasticity, used the hypothesis that the only relative motion between phases was infinitesimal, the mean being finite. Here we describe the theory

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Induced Anisotropy, Particle Spin, and Effective Moduli in Granular Materials,hen the principal axes of the incremental strain do not coincide with the principal axes of the existing strain, the average rotation of the particles is not the same as the average rotation of the aggregate. We incorporate this difference when calculating the effective moduli of the deformed aggreg

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