An Integration Scheme of Extended Finite Element Method

Lin Sheng Li; Chang Jun Qiu; Lan Li

doi:10.4028/www.scientific.net/AMM.148-149.286

Paper Titles

Study of Windage Effects due to Flow Induced Vibration of Flex on Head Stack Assembly
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Analysis of Instant Contact Nonlinear on Round Link Chain Based on Symmetric Penalty Function Method
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Studies on Locational Variation of Shear Properties in Cortical Bone with Iosipescu Shear Test
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The Simulation Analysis of Mobile Phone Back Cover Injection Molding Based on Moldflow
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An Integration Scheme of Extended Finite Element Method
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Hydrogen Storage Kinetics of Mg₂₀Ni_10-xM_x (M=Cu, Co; x=0-4) Alloys Prepared by Melt Spinning
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Sorting Mechanism and Airflow Simulation of Garbage Pneumatic Separator
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Modal Analysis of a New Solid Micro-Gyroscope with Bulk Giant Magnetostrictive Material (GMM) Resonator
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Study on the Artificial Breeding Techniques in Ternstroemia gymnnanthera, an Important Industrial Tanning Plant
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HomeApplied Mechanics and MaterialsApplied Mechanics and Materials Vols. 148-149An Integration Scheme of Extended Finite Element...

An Integration Scheme of Extended Finite Element Method

Abstract:

A simple integration scheme is presented for numerical integration in the extended finite element method(XFEM). In this scheme, the integral domain of common triangular mesh is converted to that of standard triangular mesh and the integral domain of standard triangular mesh is converted to that of quadrilateral mesh. By this transformation of integral domain, the strength intensity factors for straight crack are worked out. Finally, the accuracy of this method is analyzed by a typical example. It is concluded that the results obtained by new integral scheme are more accurate and simple than common Gaussian integration scheme.