Results 211 to 220 of about 10,534 (244)
Mesh variational r-adaptivity for sharp modeling of brittle fracture
Dony G, Moës N, Remacle J.
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The cocktail method: influence of microbubble shell homogeneity on acoustic behavior and stability.
Soft MatterPoc P +10 more
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Classical and recent formulations for linear elasticity
Archives of Computational Methods in Engineering, 2001zbMATH Open Web Interface contents unavailable due to conflicting licenses.
S Sture, Sture S
exaly +3 more sources
2023
In rocks and concrete, dynamic excitation leads to a fast softening of the material, followed by a slower recovery process where the material recovers part of its initial stiffness as a logarithmic function of time. This requires us to exit the convenient framework of time independent elastic properties, linear or not, and investigate non-classical ...
Manuel Asnar +3 more
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In rocks and concrete, dynamic excitation leads to a fast softening of the material, followed by a slower recovery process where the material recovers part of its initial stiffness as a logarithmic function of time. This requires us to exit the convenient framework of time independent elastic properties, linear or not, and investigate non-classical ...
Manuel Asnar +3 more
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Russian Mathematical Surveys, 2008
Summary: This paper studies the propagation of one-dimensional nonlinear waves of small amplitude in elastic media, using analytic and numerical methods. The equations of nonlinear elasticity theory belong to the hyperbolic systems with conservation laws.
Kulikovskij, A. G., Chugainova, A. P.
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Summary: This paper studies the propagation of one-dimensional nonlinear waves of small amplitude in elastic media, using analytic and numerical methods. The equations of nonlinear elasticity theory belong to the hyperbolic systems with conservation laws.
Kulikovskij, A. G., Chugainova, A. P.
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The classical pressure vessel problems for linear elastic materials with voids
Journal of Elasticity, 1983zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Cowin, S. C., Puri, P.
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Journal of Testing and Evaluation, 2017
Abstract The present analysis concerns a finite-element study of sharp (cone) indentation of classical elastic–plastic materials with linear strain hardening and, especially, the details of the behavior of the size of the plastic zone are at issue.
P.-L. Larsson, E. Olsson
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Abstract The present analysis concerns a finite-element study of sharp (cone) indentation of classical elastic–plastic materials with linear strain hardening and, especially, the details of the behavior of the size of the plastic zone are at issue.
P.-L. Larsson, E. Olsson
openaire +1 more source