Abstract

A theoretical approach is presented to the plane theory of rolling contact with friction. An analysis is given of plastic deformation which affects elastic-plastic and residual stress fields in rolling contact. Some effects are discussed of sress fields due to tangential load. In case of static loads, because of friction the tensile zone of residual stress σχis constructed in the neighbourhood of the rear contact area, and the negative shearing residual stress zone is extended widely than that of positive one. The axial residual stress field σz is affected by the secondary plastic flow due to unloading. When the combined loads ran away the values of residual stresses do not vary because of friction, while the tangential load can be understood that specifies the depth of plastic zone.

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