Partial Fourier approximation of the Lamé equations in axisymmetric domains
In this paper, we study the partial Fourier method for treating the Lamé equations in three-dimensional axisymmetric domains subjected to nonaxisymmetric loads. We consider the mixed boundary value problem of the linear theory of elasticity with the
Heinrich, Bernd, Nkemzi, Boniface
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Photo-thermoelastic diffusive waves with microconcentration in quantum-modified semiconductors. [PDF]
Mohammed AM +4 more
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The use of remote monitoring technologies for early detection of lameness in beef bulls during the breeding season. [PDF]
Camargo VA +4 more
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Connecting Texture and Breakup in Water and Simulated Gastric Fluid with Different Food-like Tablets. [PDF]
Cheng J, Langrish T.
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An Inverse Signorini Obstacle Problem. [PDF]
de Hoop MV +4 more
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Quantum-modified photo-thermoelastic wave propagation in semiconductors with temperature-dependent thermal conductivity. [PDF]
Alshalhoub S +5 more
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Integral representation of solution to the non-stationary Lamé equation
We consider methods for constructing explicit solutions of the non-stationary Lame equation,which is a generalization of the classical Lame equation, that has appeared in works on integrablemodels, conformal eld theory, high energy physics and ...
Atai, Farrokh,
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Direct video-based spatiotemporal deep learning for cattle lameness detection. [PDF]
Sohan MF +4 more
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- Invited Review - Precision livestock farming: from where we came and where we go. [PDF]
Berckmans D.
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Theoretical analysis of thermomechanical response for biological skin tissues. [PDF]
Islam N, Das B, Lahiri A.
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