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Ceramic technology. How to investigate surface finishing
Ionescu C., Hoeck V.
only small-sized irregularities and is glossy/lustrous due to specular reflection of light. Smoothing
Computationally Effective Wideband Worst Case Model of Electromagnetic Wave Penetration between Compartments inside Enclosure
Tsyanenka, D. A., Sinkevich, E. V., Tamashevich, Y., Mordachev, V. I., Arlou, Y. Y., Xie, Ma, Ционенко, Д. А., Синькевич, Е. В., Мордачев, В. И., Орлов, Е. Е.
in the compartments separated from each other by metallic walls with irregularities (apertures, slots, joints, etc
GUIDED MODES OF A PLANAR GRADIENT WAVEGUIDE
Gevorkyan M.N., Kulyabov D.S., Lovetskiy K.P., Nikolaev C.N., Sevastianov D.A., Sevastianov L.A.
The mathematical model oflightpropagationin aplanargradient optical waveguide consists
Sobolev inequalities for the symmetric gradient in arbitrary domains
Cianchi A., Maz'ya V.G.
yield novel results yet for smooth domains. Our approach relies upon a pointwise estimate
Diffraction on the eigenwaves on an inclined medium interface in the waveguides with metallic bounds
Pleshchinskii I., Pleshchinskii N.
metallic plate and without it in the plane waveguide and in the rectangular waveguide are considered
Уравнения возбуждения нерегулярных волноводов с учетом конечной проводимости стенок и их приложение в задачах электроники СВЧ сверхбольших мощностей. Часть 1
Кравченко, В. Ф., Кураев, А. А., Матвеенко, В. В.
Excitation equations for irregular waveguides taking into account the finite wall conductivity
The phenomenon model of X-ray beam angular divergence decreasing formed by composite waveguide-resonator
Egorov V.K., Egorov E.V.
The phenomenon of X-ray fluxes waveguide-resonance propagation is presented briefly
Diffraction on the eigenwaves on an inclined medium interface in the waveguides with metallic bounds
Pleshchinskii I., Pleshchinskii N.
metallic plate and without it in the plane waveguide and in the rectangular waveguide are considered
Covering of nonlinear maps on a cone in neighborhoods of irregular points
Arutyunov A.V.
Inverse function theorems for smooth nonlinear maps defined on convex cones in Banach spaces in a
Waveguide Modes of a Planar Gradient Optical Waveguide
Gevorkyan M.N., Kulyabov D.S., Lovetskiy K.P., Nikolaev N.E., Sevastianov A.L., Sevastianov L.A.
The mathematical model of light propagation in a planar gradient optical waveguide consists

Страница 13 из 494

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