An approach is proposed to study the stressed state of the implant-bone system acted by vertical and horizontal forces and a bending moment. To solve the problems of such a class, a calculation scheme and a combined shell-rod model are constructed. Upon their interaction, the implant and bone tissue are considered as a rod with constant cross-section and two-layer shell of revolution with variable stiffness, respectively. For solving the problem, a stable numerical method is used. The stress distribution in the system under consideration is analyzed.

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