Abstract
An approach for approximating unknown densities of potentials in the study of the stressed state of a flat viscoelastic piecewise homogeneous body with inclusions, bounded by piecewise smooth contours, is proposed. The method is based on the construction of a system of boundary-time integral equations to determine the unknown densities of potentials along the contours of the inclusions. The approximation of the unknown densities of potentials was performed taking into account the singularity of the stressed state of a flat viscoelastic body near the angular point of the dividing line of the regions.
Highlights
Approximation of density of potentials for the flat viscoelastic bodies with inclusions, bounded by a piecewise smooth contours
The method is based on the construction of a system of boundary-time integral equations to determine the unknown densities of potentials along the contours of the inclusions
The approximation of the unknown densities of potentials was performed taking into account the singularity of the stressed state of a flat viscoelastic body near the angular point of the dividing line of the regions
Summary
Approximation of density of potentials for the flat viscoelastic bodies with inclusions, bounded by a piecewise smooth contours. Zatula2, Ph.D. Approximation of density of potentials for the flat viscoelastic bodies with inclusions, bounded by a piecewise smooth contours
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Schedule a callMore From: Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics and Mathematics
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