Abstract
This paper is devoted to the derivation of equations determining the values of the stresses Rθ, Rr, and θθ at every point of a disc rotating with constant angular velocity w about an axis passing through a point O1 at the distance a from the axis of the disc.References
[1] F. Szelagowski, The Problem of a Rotating Disk with Rigid Circular Central Part, Bull. Acad. Polon. Sci., cl. 4, 5 (1957).
[2] F. Szelagowski, The Tension with Concentrated Forces of an Infinite Plate with a Rigid Circular Inclusion, Bull. Acad. Polon, Sci., cl. 4, 4 (1956), 145.
[3] G. V. Kolosow, Application of the Complex Variable to the Theory of Elasticity, Moskwa 1935.
[2] F. Szelagowski, The Tension with Concentrated Forces of an Infinite Plate with a Rigid Circular Inclusion, Bull. Acad. Polon, Sci., cl. 4, 4 (1956), 145.
[3] G. V. Kolosow, Application of the Complex Variable to the Theory of Elasticity, Moskwa 1935.
