Parallelization of the numerical simulation of motion of deformable objects within fluid domain on a GPU device

被引:0
|
作者
Djukic T. [1 ]
Filipovic N. [1 ,2 ]
机构
[1] BioIRC R and D Bioengineering Center, Prvoslava Stojanovica 6, Kragujevac
[2] Faculty of Engineering, University of Kragujevac, Sestre Janjic 6, Kragujevac
关键词
CUDA architecture; Lattice Boltzmann method; NVIDIA; Parallelization speed-up; Solid-fluid interaction;
D O I
10.4108/eai.28-2-2018.154143
中图分类号
学科分类号
摘要
Computationally demanding numerical simulations can be significantly accelerated using GPU (Graphics Processing Unit) devices. This way, the results of the simulation can be observed in real time. In this paper, the principles of GPU programming are used to simulate the movement of deformable objects within fluid domain. Lattice Boltzmann (LB) method is used to simulate fluid flow. The solid-fluid interaction is modeled using the Immersed boundary method. The developed software was tested on a Tesla GPU device; the execution time of parallelized version and sequential version of the software are compared and significant speed-up is obtained. Fluid flow simulations in the field of biomedicine that needed up to several hours to be performed, can now be completed in just a few minutes. © 2018 T. Djukic and N. Filipovic.
引用
收藏
相关论文
共 50 条
  • [31] Direct numerical simulation of the motion of circular pollutant particles in Newtonian fluid
    Shao, XM
    Lin, JZ
    Yu, ZS
    JOURNAL OF ENVIRONMENTAL SCIENCES, 2003, 15 (05) : 685 - 690
  • [32] Towards Numerical Simulation Tool of Motion Solid Particles in Fluid Flow
    Zouaoui, S.
    Djebouri, H.
    Ferhat, B.
    Mohammedi, K.
    INTERNATIONAL JOURNAL OF MULTIPHYSICS, 2021, 15 (03) : 311 - 324
  • [33] A numerical experiment of the flow around a sphere in vertical motion within a stratified fluid
    Torres, CR
    Ochoa, J
    Castillo, JE
    NUMERICAL METHODS IN ENGINEERING SIMULATION, 1996, : 71 - 78
  • [34] Numerical simulation of flow past stationary and oscillating deformable circles with fluid-structure interaction
    Xu Liu
    Nan Gui
    Hao Wu
    Xingtuan Yang
    Jiyuan Tu
    Shengyao Jiang
    Experimental and Computational Multiphase Flow, 2020, 2 : 151 - 161
  • [35] Numerical simulation of flow past stationary and oscillating deformable circles with fluid-structure interaction
    Liu, Xu
    Gui, Nan
    Wu, Hao
    Yang, Xingtuan
    Tu, Jiyuan
    Jiang, Shengyao
    EXPERIMENTAL AND COMPUTATIONAL MULTIPHASE FLOW, 2020, 2 (03) : 151 - 161
  • [36] Numerical Simulation and Analysis of Added Mass for the Underwater Variable Speed Motion of Small Objects
    Wang, Xuanquan
    Xiao, Suwei
    Wang, Xinchun
    Qi, Debo
    JOURNAL OF MARINE SCIENCE AND ENGINEERING, 2024, 12 (04)
  • [37] CREEPING THERMOCAPILLARY MOTION OF A 2-DIMENSIONAL DEFORMABLE BUBBLE - EXISTENCE THEOREM AND NUMERICAL-SIMULATION
    ANTANOVSKII, LK
    EUROPEAN JOURNAL OF MECHANICS B-FLUIDS, 1992, 11 (06) : 741 - 758
  • [38] Application of dynamic grid of ALE to numerical simulation of coupling motion of fluid and solid
    Jiang, Zhaobing
    Shen, Qing
    Chen, Xujun
    Pan, Xiaoqiang
    Yingyong Lixue Xuebao/Chinese Journal of Applied Mechanics, 2008, 25 (04): : 669 - 672
  • [39] DIRECT NUMERICAL SIMULATION OF PARTICLE BROWNIAN MOTION IN A FLUID WITH INHOMOGENEOUS TEMPERATURE FIELD
    Nie, De-Ming
    Wang, Chang-Bin
    THERMAL SCIENCE, 2020, 24 (06): : 3707 - 3719
  • [40] Numerical simulation of conjugated heat exchange in laminar motion of oil fluid in a well
    Al'es, M. Yu
    Makarov, S. S.
    Karpov, A., I
    II INTERNATIONAL SCIENTIFIC CONFERENCE ON APPLIED PHYSICS, INFORMATION TECHNOLOGIES AND ENGINEERING 25, PTS 1-5, 2020, 1679