In the present paper, we analyze the effects of nonlinear terms in the method of the small parameter for a plane strain problem of isotropic bimaterial solid with a nanosized interface relief. In this case constitutive relations are the equations of both surface and bulk elasticity. The conditions of mechanical equilibrium are described using the generalized Young-Laplace equation. At each step of the asymptotic approximation, the boundary value problem reduces to a hypersingular integral equation. The results of the effects of nonlinear terms are considered of a comparison of the maximum values of hoop stresses.
Original languageRussian
Pages (from-to)96-100
Journal ПРОЦЕССЫ УПРАВЛЕНИЯ И УСТОЙЧИВОСТЬ
Volume6
Issue number1
StatePublished - 2019
Externally publishedYes

    Research areas

  • Bimaterial, method of the small parameter, nanosized interface relief, stress concentration, двухкомпонентный материал, концентрация напряжений, метод малого параметра, наноразмерный рельеф поверхности

ID: 78472235