【摘 要】
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Taking hm as the mesh width of a curved edge Гm (m = 1,..., d ) of polygons and using quadrature rules for weakly singular integrals, this paper presents mecha
【机 构】
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University of electronic & science technology of China,Chengdu 610054“,”Mathematical Collgeg,Sichuan
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Taking hm as the mesh width of a curved edge Гm (m = 1,..., d ) of polygons and using quadrature rules for weakly singular integrals, this paper presents mechanical quadrature methods for solving BIES of the first kind of plane elasticity Dirichlet problems on curved polygons, which possess high accuracy O(h30) and low computing complexities. Since multivariate asymptotic expansions of approximate errors with power hi3 (I = 1, 2,..., d) are shown, by means of the splitting extrapolations high precision approximations and a pos teriori estimate are obtained.
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