2013
DOI: 10.4028/www.scientific.net/kem.577-578.509
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High Accurate Solutions of Nonlocal Elasticity for Sphere

Abstract: The analysis of sphere nonlocal elasticity is carried out by using the improved point collocation method. The approach is based on the Eringen’s model and two and three dimension problems are transformed to one dimension problems considering the polar symmetry. One dimension second order differential equation in terms of radial displacement is derived with domain integral. Due to the excellent accuracy of the point collocation method to one dimension differential equation using the radial basis function interp… Show more

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