Transient dynamic fracture analysis by an extended meshfree method with different crack-tip enrichments

被引:0
|
作者
Nha Thanh Nguyen
Tinh Quoc Bui
Thien Tich Truong
机构
[1] Ho Chi Minh City University of Technology – VNU-HCM,Department of Engineering Mechanics
[2] Duy Tan University,Institute for Research and Development
[3] Tokyo Institute of Technology,Department of Civil and Environmental Engineering
来源
Meccanica | 2017年 / 52卷
关键词
Dynamic fracture; Dynamic stress intensity factors; Meshfree; Enrichment; Radial point interpolation method; Crack;
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摘要
Investigation of transient dynamic stress intensity factors (DSIFs) of two-dimensional fracture problems of isotropic solids and orthotropic composites by an extended meshfree method is described. We adopt the recently developed extended meshfree radial point interpolation method (X-RPIM), which combines either the standard branch functions or the new linear ramp function associated with Heaviside functions to capture crack-tip behaviors. It is the first time the linear ramp function integrating into meshfree X-RPIM has been presented in a dynamical fracture context. We are particularly interested in exploring insight into the behaviors of DSIFs under dynamic impact loadings (e.g., step, blast and sine loading types) using our meshfree method. For some of these problems numerical examples have been performed using the new ramp functions, and the obtained results of DSIFs have also been compared with those using the standard enrichment functions under which the two schemes have the same setting. In each case it is found that the numerical solutions delivered using the X-RPIM associated with the ramp enrichments are in good agreement with those with the standard functions. The paper first describes formulations and then provides verification of our developed approach through a series of numerical examples in transient dynamic fracture for both solids and orthotropic composites. Illustration of scattered elastic stress waves propagating in the cracked body is depicted to take an insight look at the behavior of dynamic response.
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页码:2363 / 2390
页数:27
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