Nizomov Jahongir Nizomovich, Inomzoda Abdunazar

Annotation:

This article proposes a method for the numerical solution of boundary integral equations using spline approximation of the boundary parameters. It is assumed that the displacements and stresses on the contour of the studied object vary according to a certain law corresponding to a zero-order spline. Numerical integration of the coefficients of the resolving system of equations is performed using the Gauss method.

Keywords: spline, fundamental solution, Kelvin solution, radius vector, Gauss method, boundary equation, numerical integration.