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作 者:Giacomo Falcucci Giorgio Amati Pierluigi Fanelli Sauro Succi Maurizio Porfiri
机构地区:[1]Department of Enterprise Engineering“Mario Lucertini”,University of Rome“Tor Vergata”,Rome,Italy [2]Department of Physics,Harvard University,Cambridge,MA,USA [3]High Performance Computing Department,CINECA Rome Section,Rome,Italy [4]DEIM,School of Engineering,University of Tuscia,Viterbo,Italy [5]Italian Institute of Technology,Center for Life Nano-and Neuro-Science,Rome,Italy [6]National Research Council of Italy–Institute for Applied Computing(IAC),Rome,Italy [7]Department of Biomedical Engineering,Tandon School of Engineering,New York University,New York,NY,USA [8]Department of Mechanical and Aerospace Engineering,Tandon School of Engineering,New York University,New York,NY,USA [9]Center for Urban Science and Progress,Tandon School of Engineering,New York University,New York,NY,USA
出 处:《Communications in Computational Physics》2023年第1期273-282,共10页计算物理通讯(英文)
基 金:G.F.acknowledges CINECA computational grant ISCRA-B IsB17–SPONGES,no.HP10B9ZOKQ and,partially,the support of PRIN projects CUP E82F16003010006(principal investigator,G.F.for the Tor Vergata Research Unit)and CUP E84I19001020006(principal investigator,G.Bella);support from the European Research Council under the Horizon 2020 Programme advanced grant agreement no.739964(‘COPMAT’);M.P.acknowledges the support of the National Science Foundation under grant no.CMMI 1901697.
摘 要:We detail some of the understudied aspects of the flow inside and around the Hexactinellid Sponge Euplectella aspergillum.By leveraging the flexibility of the Lattice Boltzmann Method,High Performance Computing simulations are performed to dissect the complex conditions corresponding to the actual environment at the bottom of the ocean,at depths between 100 and 1,000 m.These large-scale simulations unveil potential clues on the evolutionary adaptations of these deep-sea sponges in response to the surrounding fluid flow,and they open the path to future investigations at the interface between physics,engineering and biology.
关 键 词:Lattice Boltzmann method fluid-structure interaction sponge hydrodynamics high performance computing complex boundary conditions
分 类 号:O313[理学—一般力学与力学基础]
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