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Fractional Gradient Elasticity from Spatial Dispersion Law [PDF]
ISRN Condensed Matter Physics. Vol.2014. (2014) 794097, 2014 Non-local elasticity models in continuum mechanics can be treated with two different approaches: the gradient elasticity models (weak non-locality) and the integral non-local models (strong non-locality).
Tarasov, Vasily E.
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Tensors in Newtonian Physics and the Foundations of Classical Continuum Mechanics
Mathematical and Computational Applications, 2019 In the Newtonian approach to mechanics, the concepts of objective tensors of various ranks and types are introduced. The tough classification of objective tensors is given, including tensors of material and spatial types. The diagrams are constructed for
George L. Brovko
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Experimental buckling path of compressed bars under displacement control
Budownictwo i Architektura, 2014 Buckling and postcritical analysis of prismatic metal bars, including complex cycles of loading are considered in the paper. The postbuckling path analysis of bars loaded in the form of increasing displacements is discussed in detail.
Szymon Imiełowski +2 more
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Scientific Reports, 2015 AbstractMesoscopic structures form in dense granular materials due to the self-organisation of the constituent particles. These structures have internal structural degrees of freedom in addition to the translational degree of freedom. The resultant granular elasticity, which exhibits intrinsic variations and inevitable relaxation, is a key quantity ...
Qicheng Sun +4 more
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THE CURRENT STATE OF SOIL MECHANICS MODELS [PDF]
e-Zbornik. Elektronički Zbornik Radova Građevinskog Fakulteta, 2022 When designing geotechnical structures, there is a need to adopt a particular model to represent the soil we observe under a particular load. The parameters we set for this soil are sometimes incomplete, which is caused by various problems such as ...
Bojan Đurin +3 more
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Theory and computation of higher gradient elasticity theories based on action principles [PDF]
, 2017 In continuum mechanics, there exists a unique theory for elasticity, which includes the first gradient of displacement. The corresponding generalization of elasticity is referred to as strain gradient elasticity or higher gradient theories, where the ...
Abali, B. Emek +2 more
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Subspace Reduction for Stochastic Planar Elasticity
Applied Mechanics, 2021 Stochastic eigenvalue problems are nonlinear and multiparametric. They require their own solution methods and remain one of the challenge problems in computational mechanics.
Harri Hakula, Mikael Laaksonen
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Data in Brief, 2023 With the aim to calculate through the Classical Laminate Theory the most reliable stress value generated in the 90° layer of cross-ply laminates tested under fatigue loading [1], the mechanical and thermal properties were measured for a novel composite ...
Serafín Sánchez-Carmona +3 more
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Journal of Parallel and Distributed Computing, 2009 This paper presents elastic transactions, an appealing alternative to traditional transactions, in particular to implement search structures in shared memory multicore architectures. Upon conflict detection, an elastic transaction might drop what it did so far within a separate transaction that immediately commits, and resume its computation within a ...
Felber P., Gramoli V., Guerraoui R.
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IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems, 2009 Elasticity in circuits and systems provides tolerance to variations in computation and communication delays. This paper presents a comprehensive overview of elastic circuits for those designers who are mainly familiar with synchronous design. Elasticity can be implemented both synchronously and asynchronously, although it was traditionally more often ...
Carmona Vargas, Josep +3 more
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