Results 11 to 20 of about 486 (187)
Nonlocal elastodynamics and fracture [PDF]
AbstractA nonlocal field theory of peridynamic type is applied to model the brittle fracture problem. The elastic fields obtained from the nonlocal model are shown to converge in the limit of vanishing non-locality to solutions of classic plane elastodynamics associated with a running crack.
Robert P. Lipton, Prashant K. Jha
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Spin Elastodynamic Motive Force [PDF]
5 pages, 2 ...
Takumi Funato, Mamoru Matsuo
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Scattering fidelity in elastodynamics [PDF]
The recent introduction of the concept of scattering fidelity, causes us to revisit the experiment by Lobkis and Weaver [Phys. Rev. Lett. 90, 254302 (2003)]. There, the ``distortion'' of the coda of an acoustic signal is measured under temperature changes. This quantity is in fact the negative logarithm of scattering fidelity.
Gorin, T., Seligman, T., Weaver, R.
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Observation of Brillouin scattering in a high-index doped silica chip waveguide
We report the observation of Brillouin backscattering in a 50-cm long spiral high-index doped silica chip waveguide and measured a Brillouin frequency shift of 16 GHz which is in very good agreement with theoretical predictions and numerical simulations ...
M. Zerbib +9 more
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Using the gauge condition to simplify the elastodynamic analysis of guided wave propagation [PDF]
In this article, gauge condition in elastodynamics is explored more to revive its potential capability of simplifying wave propagation problems in elastic medium.
Md Yeasin BHUIYAN, Victor GIURGIUTIU
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Frictional interfaces are abundant in natural and engineering systems, and predicting their behavior still poses challenges of prime scientific and technological importance.
Yohai Bar-Sinai +4 more
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4D Remeshing Using a Space-Time Finite Element Method for Elastodynamics Problems
In this article, a Space-Time Finite Element Method (STFEM) is proposed for the resolution of mechanical problems involving three dimensions in space and one in time.
Serge Dumont +2 more
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The partial-wave method takes advantage of the Christoffel equation’s generality to represent waves within a waveguide. More specifically, the partial-wave method is well known for its usefulness when calculating dispersion curves for multilayered ...
Christopher Hakoda, Cliff J. Lissenden
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Non-Hermitian elastodynamics in gyro-odd continuum media
Active metamaterials can host non-Hermitian interactions that defy the conservation laws of linear elasticity, leading to unusual phenomena such as one-way energy transmission and odd-elastic moduli. Here, robust unidirectional Rayleigh surface waves are
Penglin Gao, Yegao Qu, Johan Christensen
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Revisiting stress propagation in a three-dimensional elastic sphere under diametric loading
The stress propagation for a three-dimensional elastic sphere under a diametric loading condition in the framework of the linear elastodynamics is revisited. By describing displacements in terms of scalar and vector potentials using the Helmholtz theorem,
Yosuke SATO, Satoshi TAKADA
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