2023
DOI: 10.1016/j.oceaneng.2022.113314
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How swimming style and schooling affect the hydrodynamics of two accelerating wavy hydrofoils

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Cited by 7 publications
(1 citation statement)
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“…The Lagrangian and Eulerian variables are correlated by the Dirac delta function, which is smoothed during discretization. Here, we used the implementation developed by the group of Professor Boyce Griffith, IBAMR [62], which has long been used to solve problems such as blood flow in heart [83, 87], water entry/exit problems [88], fish’s swimming [8991], insect’s flight [92, 93], flexible propulsors [9496], self propulsion of pitching/heaving airfoil [96, 97], and fish schooling [97, 98]. This implementation is based on an adaptive mesh, which enables us to accurately simulate self propulsion and reach steady state in a large computational domain with a reasonable computational cost.…”
Section: Supplementary Materialsmentioning
confidence: 99%
“…The Lagrangian and Eulerian variables are correlated by the Dirac delta function, which is smoothed during discretization. Here, we used the implementation developed by the group of Professor Boyce Griffith, IBAMR [62], which has long been used to solve problems such as blood flow in heart [83, 87], water entry/exit problems [88], fish’s swimming [8991], insect’s flight [92, 93], flexible propulsors [9496], self propulsion of pitching/heaving airfoil [96, 97], and fish schooling [97, 98]. This implementation is based on an adaptive mesh, which enables us to accurately simulate self propulsion and reach steady state in a large computational domain with a reasonable computational cost.…”
Section: Supplementary Materialsmentioning
confidence: 99%