2017
DOI: 10.1007/bf03404736
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Discontinuous mechanical problems studied with a peridynamics-based approach

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Cited by 4 publications
(2 citation statements)
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“…Accordingly, the efficiency of the peridynamic approach is strongly affected when a fine grid spacing is used. There have been many attempts, so far, to maintain the computational accuracy and reduce the cost by coupling peridynamics with local theories (Bobaru and Ha 2011;Seleson et al 2013;Shojaei et al 2016;Galvanetto et al 2016;Shojaei et al 2017;Zaccariotto et al 2017;Zaccariotto et al 2018), or by using parallel computing techniques (Lee et al 2017;Mossaiby et al 2017) and adaptive refinement algorithms (Dipasquale et al 2014;Gu et al 2017;Ren et al 2016;Shojaei et al 2018). Among the aforementioned techniques the FEM-PD coupling enhanced with adaptivity represents an efficient approach the use of which will be explored in future works.…”
Section: Introductionmentioning
confidence: 99%
“…Accordingly, the efficiency of the peridynamic approach is strongly affected when a fine grid spacing is used. There have been many attempts, so far, to maintain the computational accuracy and reduce the cost by coupling peridynamics with local theories (Bobaru and Ha 2011;Seleson et al 2013;Shojaei et al 2016;Galvanetto et al 2016;Shojaei et al 2017;Zaccariotto et al 2017;Zaccariotto et al 2018), or by using parallel computing techniques (Lee et al 2017;Mossaiby et al 2017) and adaptive refinement algorithms (Dipasquale et al 2014;Gu et al 2017;Ren et al 2016;Shojaei et al 2018). Among the aforementioned techniques the FEM-PD coupling enhanced with adaptivity represents an efficient approach the use of which will be explored in future works.…”
Section: Introductionmentioning
confidence: 99%
“…In this approach, integral equations are employed rather than partial differential equations (PDEs) to determine the internal forces over the continuum. This approach has been widely applied to simulate many engineering problems with discontinuities (see for instance [38][39][40][41][42]). Moreover, peridynamic formulation has been developed for multiphysics problems such as thermal diffusion in [43][44][45].…”
mentioning
confidence: 99%