Results 21 to 30 of about 210,046 (257)
Large bending deformations of pressurized curved tubes
Archives of Mechanics, 2011 In this paper, the problem of large pure bending deformations of membrane is considered. The membrane is a sector of torus with a closed cross-section. This membrane is called a curved tube for short. We consider the homogenous, incompressible, isotropic
A.M. Kolesnikov
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Four simplified gradient elasticity models for the simulation of dispersive wave propagation [PDF]
, 2008 Gradient elasticity theories can be used to simulate dispersive wave propagation as it occurs in heterogeneous materials. Compared to the second-order partial differential equations of classical elasticity, in its most general format gradient elasticity ...
Pichugin, AV +7 more
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intro-elasticity: Version 2021-10-02
, 2021 Introduction to theory of elasticity (in Japanese).
Maeda, Takuto
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Demand flexibility and price elasticity: an analysis of the intra-day price elasticity of demand [PDF]
Energy demand flexibility is widely considered a key part of the net-zero ambitions. However, many questions remain in regard to both the amount of flexibility available, and the most effective ways to harness said flexibility.
Kang, Ren +2 more
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Arc-elasticity and hierarchical exploration of the neighborhood of solutions in mechanical design [PDF]
, 2012 This work is a part of workpackage 300 in the AXSPAD project. Several partners are contributing to this project: Altep Ingenieries, AXS Analyse de structure and AIRCELLE groupe SAFRAN.
LEDOUX, Yann +3 more
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Journal of Civil Engineering and Management, 1999 Nagrinėjamas kartotinės mažaciklės apkrovos veikiamų gelžbetoninių konstrukcijių strypinių elementų skerspjūvių laikomosios galios nustatymo uždavinys. Skerspjūvių forma neapibrėžta, gali būti įvairi.
Peter Alyavdin, Valery Simbirkin
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The problem of dynamic cavitation in nonlinear elasticity [PDF]
, 2012 The notion of singular limiting induced from continuum solutions (slic-solutions) is applied to the problem of cavitation in nonlinear elasticity, in order to re-assess an example of non-uniqueness of entropic weak solutions (with polyconvex energy)
Miroshnikov, Alexey +5 more
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Classical and Quantum Gravity, 2003 Relativistic elasticity on an arbitrary spacetime is formulated as a Lagrangian field theory which is covariant under spacetime diffeomorphisms. This theory is the relativistic version of classical elasticity in the hyperelastic, materially frame-indifferent case and, on Minkowski space, reduces to the latter in the non-relativistic limit .
Schmidt, B., Beig, R.
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The Quarterly Journal of Mechanics and Applied Mathematics, 2011 We consider an infinite 3-dimensional elastic continuum whose material points experience no displacements, only rotations. This framework is a special case of the Cosserat theory of elasticity. Rotations of material points are described mathematically by attaching to each geometric point an orthonormal basis which gives a field of orthonormal bases ...
Vassiliev, Dmitri +2 more
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Realistic computable error bounds for three dimensional finite element analyses in linear elasticity [PDF]
, 2011 We obtain a computable estimator for the energy norm of the error in piecewise affine and piecewise quadratic finite element approximations of linear elasticity in three dimensions.
Rankin, Richard Andrew Robert +1 more
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