Results 301 to 310 of about 489,247 (344)
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Wave attenuation in an elastic medium

Journal of Soviet Mathematics, 1992
This article examines the propagation of viscoelastic (elastic) waves in a medium consisting of two layers of finite thickness. It is found that there is a mechanical effect manifest in the monotonic dependence of the damping factor on the parameters of the system.
V. P. Maiboroda   +4 more
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Wave Propagation in Elastic Medium

2008
S wave (Secondary wave) is a propagation of shear deformation that arrives at earthquake observation stations after (second to) the Primary body wave (P wave, see Sect. 4.2). Since S wave generates a significant magnitude of horizontal motion at the ground surface, it is considered to be the most important cause of seismic damage.
openaire   +1 more source

Elastic activity of the chiral medium

Journal of Applied Physics, 1999
Chiral materials are noncentrosymmetric due to handedness in their microstructures. The elastic field behavior in a chiral medium is readily described herein using the governing equations and constitutive relations for noncentrosymmetric, isotropic micropolar materials.
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Viscous-Elastic Medium Motion

2021
A. Kulikovskii, E. Sveshnikova
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Inhomogeneous elastic medium with nonlocal interaction

Journal of Applied Mechanics and Technical Physics, 1971
In [1] the author examined a macroscopically homogeneous elastic medium of simple structure with spatial dispersion. In that case the assumption of the existence of an elementary unit of length and long-range forces conditioned the nonlocalizability of the theory, and the macroscopic homogeneity was manifested in the invariance of the integral ...
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Experiments on Elastic Half-Space Medium

2014
The vibration of a rigid foundation resting on the surface of an elastic half-space is in essence a three-dimensional wave propagation problem. Over the years, extensive research has been conducted to obtain analytical and numerical solutions for the dynamics of a rigid foundation with different geometries.
Hamid R. Hamidzadeh   +2 more
openaire   +1 more source

Medium-energy deuteron-carbon elastic scattering

Nuclear Physics, 1965
Abstract Optical potentials for deuteron-carbon elastic scattering at 125, 156 and 422 MeV (lab) are obtained in terms of the two-nucleon scattering amplitude and nuclear form factors. The absolute cross-section, vector and tensor polarizations are calculated using complex WKB phase shifts for 50 partial waves. The predicted cross-sections agree well
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"Elastic" Poynting Vector in a Piezoelectric Medium

IEEE Transactions on Sonics and Ultrasonics, 1970
J.F. Havlice, W.L. Bond, L.B. Wigton
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