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• W2357017658 abstract "Based on the analysis of Lagrange finite element method,numerical integration methods to compute nodal force were briefly described.In order to control hourglass deformations,anti-hourglass nodal forces have to be used for single point quadrature,which has higher efficiency.The hourglass modes would be controlled and the numerical accuracy raised effectively if 2×2×2 Gaussian quadrature were adapted,but this would entail heavy computation.However,partial 2×2×2 Gaussian quadrature has the merits of two kinds of integration method.The numerical example of penetration indicated that partial 2×2×2 Gaussian quadrature could control hourglass deformations effectively and has higher efficiency.And the numerical simulations of one-dimensional strain wave also shown that 2×2×2 Gaussian quadrature is much better than single point quadrature.It is concluded that the method discussed and the program we developed are reasonable and effective,providing a useful method for the numerical study of penetration and perforation." @default.
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• W2357017658 date "2009-01-01" @default.
• W2357017658 modified "2023-09-28" @default.
• W2357017658 title "Numerical integration method of finite element computation in impact mechanics" @default.
• W2357017658 hasPublicationYear "2009" @default.
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