2020
DOI: 10.1016/j.compfluid.2020.104540
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Comparison of surface tension generation methods in smoothed particle hydrodynamics for dynamic systems

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Cited by 10 publications
(2 citation statements)
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“…The simulation set-up is presented in Figure 2. Three dimension-less parameters (two independent) are generally used to described the system: Finally, a convergence study in space have been led to justify the choice of ∆x, which was chosen equal to 10 −5 m. The choice of the spacial step is indeed critical since the spacial convergence of SPH can be guaranteed only if both ∆x and h tends towards 0 while the number of neighboring particles increase towards the infinite [37]. The later implies that the ratio R c /∆x should be increased while decreasing ∆x which is very complicated to do for obvious CPU time reasons.…”
Section: Simulation Set-upmentioning
confidence: 99%
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“…The simulation set-up is presented in Figure 2. Three dimension-less parameters (two independent) are generally used to described the system: Finally, a convergence study in space have been led to justify the choice of ∆x, which was chosen equal to 10 −5 m. The choice of the spacial step is indeed critical since the spacial convergence of SPH can be guaranteed only if both ∆x and h tends towards 0 while the number of neighboring particles increase towards the infinite [37]. The later implies that the ratio R c /∆x should be increased while decreasing ∆x which is very complicated to do for obvious CPU time reasons.…”
Section: Simulation Set-upmentioning
confidence: 99%
“…Indeed, the convergence condition for SPH method requires (1) ∆x and the smoothing length h tends towards 0 and (2) the numbers of neighboring particles tends towards the infinity. It implies that the ratio of the cutting length by the spacial discretization R c /∆x should be increased while decreasing ∆x [37,42].…”
Section: Appendix a Simulations Parameters And Post-processing Datamentioning
confidence: 99%