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Характеристики излучения и рассеяния зеркальных антенн. Численный анализ и оптимизацияKirchhoff integral method

Modeling a dynamic response at resonant vibrations of an elongated plate with an integral damping coating of an elongated plate with the integral damping coating. This method is based on a four-layer finite element

Numerical and Experimental Study of the Sound-Insulating Properties of a Deformable Plate Located between Two Chambers-insulating properties of thin-walled structures realized by the method of adjacent reverberation chambers in acoustic

Brief electrical circuit theory and practical problems. In two parts. Part 1 : DC Analysis’s current law and Kirchhoff’s voltage law are considered. The Mesh (loop) current method and node

On a terminal value problem for a system of parabolic equations with nonlinear-nonlocal diffusion terms methods to solve the system in which the diffiusion coefficients are globally Lipschitz or locally

Mechanics of Unidirectional Fiber-Reinforced Composites: Buckling Modes and Failure Under Compression Along Fibers
. The investigations are carried out using the known Kirchhoff–Love and Timoshenko models for the layers. The binder

Refined Models for an Analysis of Internal and External Buckling Modes of a Monolayer in a Layered Composite relations of the classical plate theory based on the Kirchhoff–Love hypothesis (the first variant

Fictitious Domain Method for Equilibrium Problems of the Kirchhoff-Love Plates with Nonpenetration Conditions for Known Configurations of Plate Edges interaction of plate edges. Using the method of fictitious domains, it is proved that an original contact

Acoustic Wave Propagation Through a Plate Fixed on a Rigid Frame Via Elastic Spacers and Located Between Two Barriers of the plate is described by the linearized Kirchhoff–Love equations of the classical theory of plates

Steady Darcian Flow in Subsurface Irrigation of Topsoil Impeded by a Substratum: Kornev–Riesenkampf–Philip Legacies Revisited to the Kornev method of subsurface irrigation. Laplace's equation governs flow in a saturated or tension

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