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On uniqueness of solution to a problems with normal derivatives in boundary conditions for the Boussinesq–Love equation with normal derivatives in boundary conditions for the Boussinesq–Love equation.
Modified formulation of the interfacial boundary condition for the coupled Stokes–Darcy problem boundary for the boundary element method. The fluid flow problems are solved numerically using the Stokes
Improvement of Accuracy of Radiative Heat Transfer Differential Approximation Method for Multi Dimensional Systems by Means of Auto-Adaptable Boundary Conditions boundary conditions, new self-consistent boundary conditions and “precise” discrete ordinates method were
Structural Noise and Acoustic Characteristics Improvement of Transport Power Plants, realization of finite and boundary elements methods combination turned out to be very effective. The finite
Simulation of weakly guiding optical fibers by finite element method with exact boundary condition. The finite element method with exact boundary condition is formulated and practically studied. This method
Inverse boundary-value problems of cauchy type for harmonic functionsWe apply two methods for solving the inverse boundary-value problem (the so-called problem (A
Inverse Sturm–Liouville Problem with Spectral Parameter in the Boundary Conditions of the spectral parameter in the first boundary condition and with entire analytic functions in the second one
Modeling of fluid flow in periodic cell with porous cylinder using a boundary element method for stream functions outside and inside the porous cylinder are solved using a boundary elements method. A
Specific characteristics of numerical determination of the boundary effect stress-strain state for an orthotropic strip comparative analysis of two methods for determining the boundary effect is carried out. The first method, i
A Method for Constructing Asymptotic Expansions of Bisingularly Perturbed ProblemsIn this paper we propose an analog of the method of boundary functions for constructing uniform
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