# Curvature elasticity and thermodynamic stability of electrically charged membranes

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- Compatibility of weak rigidity with some types of elastic schemes. del Olmo, V.; Olivert, J. // Journal of Mathematical Physics;Apr86, Vol. 27 Issue 4, p1048
The behavior of the hypoelastic-Synge, hypoelastic-Maugin, and hypoelastic-Carter and Quintana almost-thermodynamic material schemes, under weak rigidity hypotheses, is studied. In every case, the absence of principal transverse shock waves (or the vanishing of the corresponding speeds) is...

- The elasticity of ideal polymer chains. Altenberger, Andrzej R.; Rosa, Epaminondas; Dahler, John S. // Journal of Chemical Physics;2/15/1994, Vol. 100 Issue 4, p3233
The systems considered here are composed of noninteracting ideal chains, formed from many identical beads, each of which is bound to its two nearest neighbors with an arbitrary potential of interaction. The thermodynamic properties of these systems are examined for several bond potentials....

- Comment on: A recent new theory of rubber elasticity. Hermans, J. J. // Journal of Chemical Physics;8/1/1991, Vol. 95 Issue 3, p2223
Comments on a study which proposed a theory on the elasticity of rubber. Changes in entropy under the law of thermodynamics; Model of the harmonic chain.

- Elastic Constants, Bulk Modulus, and Compressibility of H2O Ice Ih for the Temperature Range 50 Kâ€“273 K. Neumeier, J. J. // Journal of Physical & Chemical Reference Data;2018, Vol. 47 Issue 3, pN.PAG
Published elastic constant data for H2O ice in the Ih phase are compiled and evaluated. Fits of the five elastic constants for 50 â‰¤ T/K â‰¤ 273 are conducted to yield a reliable and convenient source for elastic constant values. Various elastic properties can be calculated from the...

- An energy-entropy-consistent time stepping scheme for finite thermo-viscoelasticity. Krüger, Melanie; Groß, Michael; Betsch, Peter // PAMM: Proceedings in Applied Mathematics & Mechanics;Dec2014, Vol. 14 Issue 1, p219
This paper presents a time integrator, which is based on a time discrete spatially weak finite element formulation, but fulfills the same balance laws as the underlying (five) differential equations. Namely, in addition to the balances of linear and angular momentum as well as entropy, also the...

- Note A note on finite amplitude transverse waves in a thermoelastic solid. Haddow, J.B.; Erbay, H.A. // Acta Mechanica;2004, Vol. 168 Issue 1/2, p103
Summary. If thermal and mechanical coupling is neglected, there is a class of isothermal strain energy functions for isotropic compressible hyperelastic solids, that admits the propagation of a finite amplitude transverse wave, without a coupled longitudinal wave, and a subclass that admits the...

- A molecular model for the free energy, bending elasticity, and persistence length of wormlike micelles. Asgari, Meisam // European Physical Journal E -- Soft Matter;Sep2015, Vol. 38 Issue 9, p1
An expression for the elastic free-energy density of a wormlike micelle is derived taking into account interactions between its constituent molecules. The resulting expression is quadratic in the curvature and torsion of the centerline of micelle and thus resembles free-energy density functions...

- The effect of point defect on mechanical properties of MoSi2. Sun, S. P.; Hu, Y. F.; Li, X. P.; Chen, Y.; Wang, H. J.; Yu, Y.; Jiang, Y.; Yi, D. Q. // International Journal of Modern Physics B: Condensed Matter Phys;Jul2017, Vol. 31 Issue 16-19, p-1
The effect of point defect on mechanical properties of MoSi2 has been investigated by the first-principles. The elastic constants, mechanical modulus, hardness and thermodynamic properties of MoSi2 with four different single point defects have been calculated. By comparing with the defect-free...

- Three-dimensional phenomenological thermodynamic model of pseudoelasticity of shape memory alloys at finite strains. Zi�lkowski, A. // Continuum Mechanics & Thermodynamics;Nov2007, Vol. 19 Issue 6, p379
The familiar small strain thermodynamic 3D theory of isotropic pseudoelasticity proposed by Raniecki and Lexcellent is generalized to account for geometrical effects. The Mandel concept of mobile isoclinic, natural reference configurations is used in order to accomplish multiplicative...