Titlebook: Mathematical Modelling in Solid Mechanics; Francesco dell‘Isola,Mircea Sofonea,David Steigman Book 2017 Springer Nature Singapore Pte Ltd.

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,New Thoughts in Nonlinear Elasticity Theory via Hencky’s Logarithmic Strain Tensor,c isotropic energy potential in linear elasticity and the geometrically nonlinear quadratic isotropic Hencky energy. Our deduction involves a new fundamental logarithmic minimization property of the orthogonal polar factor ., where . is the polar decomposition of ..

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Can a Hencky-Type Model Predict the Mechanical Behaviour of Pantographic Lattices?,th the corresponding predictions obtained by the numerical simulations. An in-depth discussion of the numerical results reveals the robustness of the numerical model but also clearly indicates which are the focal points that strongly influence the accuracy of the numerical simulation.

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e for Na., K., or Ca.. One class of Na. channels and many classes of Ca. and K. channels have been described in neurons. The channels open and close as a function of membrane voltage, allowing rapid movement of the appropriate ions down their concentration gradient so that ionic current passes into

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Jean-Jacques Alibert,Alessandro Della Corte,Pierre Seppecheroteins in the Golgi are processes that are regulated in part by intraorganellar acidity. The transmembrane pH gradient in these organelles is generated and maintained by an ATP-dependent proton pump residing in the organellar membrane. This chapter summarizes the evidence for, and the characteristic

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Mircea Bîrsan,Patrizio Neffpresence of a new ouabain-resistant potassium transport system with characteristics similar to but distinct from the native Na.-K. ATPase (English .., 1985a,b). In this chapter we discuss some of the structural and kinetic properties of the Na.-K. ATPase and a family of related cation transport syst

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Carsten Carstensen,François Ebobisse,Andrew T. McBride,B. Daya Reddy,Paul Steinmanne for Na., K., or Ca.. One class of Na. channels and many classes of Ca. and K. channels have been described in neurons. The channels open and close as a function of membrane voltage, allowing rapid movement of the appropriate ions down their concentration gradient so that ionic current passes into

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Continuum Physics with Violations of the Second Law of Thermodynamics,e can develop hyperbolic theories (i.e. free of the paradox of infinite speeds of signal transmission) while working with the Fourier-type conduction for which the fluctuation theorem has already been developed.