Abstract
A plane contact problem for an elastic disk interacting with two different rigid stamps is considered. The disk-stamp system is equilibrated by a force applied to the center of the disk. It is assumed that there are no friction forces in the domain of contact, and no loading outside of it. The mentioned problem is reduced to determining the contact pressures from a system of integral equations of the first kind. An asymptotic solution of the system is constructed. Examples are considered. This paper is a further development and extension of part of the results elucidated in [1].
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