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The Structure of Airy's Stress Function in Multiply Connected Regions

Description: In solving two-dimensional problems using Airy's stress function for multiply connected regions, the form of the function depends on the dislocations and boundary forces present. The structure of Airy's function is shown to consist of a part expressible in terms of boundary forces and a part expressible in the manner of Poincare. Meanings of the constants occurring in Poincare's expression are discussed.
Date: July 1951
Creator: Grioli, Giusippe
Partner: UNT Libraries Government Documents Department