Expansions of Certain del bar Closed Forms via Fourier-Laplace Transform
We derive Laurent-type expansions of \bar\partial -closed (0,n - 1) -forms in certain domains in \mathbb C^n .
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ABSTRACT Large deformations can become an important issue in induction heating applications, especially for structures with low bending stiffness, such as thin sheets. In such cases, thermal expansion induces not only substantial in‐plane stresses but also out‐of‐plane buckling, which in turn strongly influences the electromagnetic field configuration.
Vladimir Filkin +2 more
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This paper introduces finite difference delay modelling (FDDM) for computing the shielding effectiveness (SE) of a conductive enclosure with an aperture against electromagnetic pulses.
Ali Kalantarnia +2 more
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Convolutions with probability densities and applications to PDEs
In this article we introduce several new convolution operators, generated by some known probability densities. By using the inverse Fourier transform and taking inverse steps (in the analogues of the classical procedures used for example in the heat ...
Sorin G. Gal
doaj
Thermoelastic State of a Magnetocaloric Ferromagnetic Plate Under Constant-Rate Ambient Temperature Rise. [PDF]
Musii R +7 more
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Transient Non-Fourier Fracture Analysis of a Central Crack in Aluminium Foams by Guyer-Krumhansl Theory. [PDF]
Cao K, Zong J, Liu Z, Chen Z, Yang W.
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Analytical Solutions for a Charged Particle with White, Thermal, and Active Noises in the Presence of a Uniform Magnetic Field. [PDF]
Kang YJ, Seo SK, Kim K.
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Fractional-order Klein-Gordon nonlocal model for thermo-elasto-diffusion in porous medium. [PDF]
Sur A +4 more
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Photo-thermoelastic diffusive waves with microconcentration in quantum-modified semiconductors. [PDF]
Mohammed AM +4 more
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An open-access WebApp for inverse Laplace transform analysis of time-domain nuclear magnetic resonance signals. [PDF]
Moraes TB +5 more
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