On the Stress Concentration of a Hollow Sphere under Uniformly Distributed Impact Loads along Inner and Outer Surfaces
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概要
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Stress analysis is carried out under the uniformly distributed impact loads applied along the inner and outer surfaces of a hollow sphere. These loads are assumed to be q_1e^<-a_1t> and q_2e^<-a_2t>. The relationships among the stresses along inner surface of a sphere, the dimensions of a sphere and time are obtained. From these results, it becomes evident that the ratio K of the stress concentration factors under impact and static load is much different from K=2 and is larger than that in the case of a ring. The problem is analysed by using Laplace transformation.
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