In this paper, the problem of bending for an isotropic plate with constant thickness 2h is considered. Problems of bending for infinite plates with a circular hole in which a rigid body is placed in the cases of approximations N = 1 and N = 2 of the Vekua theory are solved. We consider the case where the body is soldered. Problems of bending of circular rings are also solved. The results obtained are compared to the corresponding results obtained by plane classical bending theory.
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机译：本文考虑了厚度为2h的各向同性板的弯曲问题。在 Vekua 理论的近似值 N = 1 和 N = 2 的情况下，解决了具有圆孔的无限板的弯曲问题，其中放置了刚体。我们考虑主体被焊接的情况。圆环的弯曲问题也得到了解决。将得到的结果与平面经典弯曲理论得到的相应结果进行了比较。
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