Fluid-Structure Interaction Simulation of Parachute by Eulerian-Lagrangian penalty method

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Year : August 14, 2024 at 2:09 pm | [if 1553 equals=””] Volume : [else] Volume :[/if 1553] | [if 424 equals=”Regular Issue”]Issue[/if 424][if 424 equals=”Special Issue”]Special Issue[/if 424] [if 424 equals=”Conference”][/if 424] : | Page : –

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Pak Sol Song, Hyong Gyu Jon, Kum Kwon Choe, Kwang Ho Kim, Jong Dok Ri,

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  1. Faculty,, Student,, Student,, Student,, Student, Kim Il Sung University,, Kim Il Sung University,, Kim Il Sung University,, Kim Il Sung University,, Kim Il Sung University, North Korea North Korea, North Korea, North Korea, North Korea, North Korea
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Abstract

nIn general, modeling and simulation of a model consisting of fluid and solid combinations has been considered difficult, and it has become impossible in terms of computer dependencies and accuracy to be analyzed by Fluent or other programs. The parachute evaluation process, which is historically based on a large amount of experimental data, necessitates many falling experiments. These tests can be costly and time-consuming, and they don’t always allow for a thorough knowledge of the dynamic behaviour of the parachute. The opening load, drag characteristics, swinging angle, and other numerical simulation results agree well with wind tunnel testing. However, many attempts have been made to solve these problems worldwide, and many research groups have developed new programs with considerable effort. If the solid part is very deformable and nonlinear, such as parachutes or fabrics, this dedicated application is the most important tool for analyzing them.
At present, the program is widely used for analysis that requires very high accuracy, such as air cushioning and the movement of bullet in air to ensure safe landing of the UAV.
These days several methods to simulate the parachute behaviour are suggested. Generally, it is very difficult to simulate the parachute characteristics because of parachute fabric has strong deformability and non-linearity. From the requirements my article proposes a method of simulation of the inflation process of ringslot parachute. The FSI numerical simulation of the ringslot parachute was constructed using the CFD/CSD and Arbitrary Lagrangian Euler (ALE) coupling techniques; the mathematical modelling of the FSI results of the parachute’s collapse during the inflation the procedure was addressed using the computational infrastructure services of nonlinear finite element code LS-DYNA. The visualisation of inflation forces that are canopy projected subject matter, and canopy deformation is obtained. Analysis was done on the FSI mechanism of parachute inflating. The results can be used to design of parachute compare with the experimental data.

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Keywords: Arbitrary Lagrangian Eulerian, ringsail parachute, Inflation, Non-linearity, FSI method

n[if 424 equals=”Regular Issue”][This article belongs to Recent Trends in Fluid Mechanics(rtfm)]

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[/if 424][if 424 equals=”Special Issue”][This article belongs to Special Issue under section in Recent Trends in Fluid Mechanics(rtfm)][/if 424][if 424 equals=”Conference”]This article belongs to Conference [/if 424]

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How to cite this article: Pak Sol Song, Hyong Gyu Jon, Kum Kwon Choe, Kwang Ho Kim, Jong Dok Ri. Fluid-Structure Interaction Simulation of Parachute by Eulerian-Lagrangian penalty method. Recent Trends in Fluid Mechanics. August 14, 2024; ():-.

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How to cite this URL: Pak Sol Song, Hyong Gyu Jon, Kum Kwon Choe, Kwang Ho Kim, Jong Dok Ri. Fluid-Structure Interaction Simulation of Parachute by Eulerian-Lagrangian penalty method. Recent Trends in Fluid Mechanics. August 14, 2024; ():-. Available from: https://journals.stmjournals.com/rtfm/article=August 14, 2024/view=0

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References

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]    Yand  Xue-song. Simulation for Parachute Dropping  Progress[D]. Wuhan: Huazhong University of Sicence and Technology, 2003. [2]    S. Sathe a R.B., R. Charles, E. Doucette, J. Miletti, M. Senga,K. Stein, T.E.   Tezduyar.   Fluid-structure   interaction   modeling   of   complex parachute  designs  with  the  space-time  finite  element  techniques[J]. Computers&Fluids, 2005, 45(7930): 1-9. [3]    Keith  Steini  R.B.,  Tayfun  Tezduyar,  Jean  Potivn.  Fluid-structue interaction of a cross  parachute: numerical simulation[J].  Computer methods in applied mechanics and engineering, 2001, 191: 673-687. [4]    Vinay   Kalro   T.E.T.   A   parallel   3D   computational   method   for fluid-structure interactions in parachute systems[J]. Comput. Methods Appl. Mech. Engrg., 2000, 190: 321-332. [5]    Kenji   Takizawa   T.E.T.   Computational   Methods   for   Parachute Fluid-Structure Interactions[J]. Arch Comput Methods Eng, 2012, 19: 125-169. [6]    Keith Stein R.B., Vinay Kalro, Tayfun E.  Tezduyar, John Leonard, Michael    Accorsi.    Parachute    fluid-structure    interactions:    3-D computation[J].  Comput.  Methods Appl.  Mech.  Engrg., 2000, 190: 373-386. [7]    Ben Tutt a.A.P.T. The use of LS-DYNA to Simulate the Inflation of a Parachute Canopy[J].  18th AIAA Aerodynamic Decelerator Systems Technology Conference and Seminar, 2005. [8]    Ben Tutt and Anthony P. Taylor J.-C.B.a.B.G. The use of LS-DYNA to Assess the Performance of Airborne Systems North America Candidate ATPS Main Parachutes[C], 18th AIAA Aerodynamic Decelerator Systems Technology Conference and Seminar, 2005. [9]    Christine Espinosa Y.d.L.d.P., Pascal Bordenave, and Luke Henke. Fluid-Structure    Interaction    simulation    of    parachute dynamic behaviour[C].    Williamsburg, VA, 19th    AIAA    Aerodynamic Decelerator Systems Technology Conference and Seminar, 2007. [10]  PengYong Z.Q., Cheng Wenke, Qin Zizeng. Simulation of Parachute Initial   Inflation   Phase[J].   CHINESE   SPACE   SCIENCE   AND TECHNOLOGY, 2003(3): 7-12. [11]  YU Li  S.X.-l., MING Xiao. Numerical Simulation of Parachute During Opening Process[J]. ACTA AERONAU TICA ET ASTRONAU TICA SINICA, 2007, 28(1): 52-57. [12]  PAN Xing  H.L., CAO Yi-hua. Analysis of dynamic simulation and fluid  field  of  parachute  in  inflation  stage[J].  Journal  of  Aerospace Power, 2008, 23(1): 87-93. [13]  Song Qian-fu C.Y.-h., Jiang Chong-wen. Engineering analysis method in  fluid-structure  interaction  problem  of  hemispherical  parachute[J]. Journal o f Beijing University of Aeronautics and Astronautics, 2009, 35(1): 96-100. [14]  WU Zhuo C.Y.-h., SONG Qian-fu. Numerical   simulation of fluid-structure  interaction  in  conical  parachute’ opening  process[J]. Journal of Aerospace Power, 2009, 24(9): 1584-1593. [15]  ZHANG Hong-yin L.W.-h., Qin Fu-de, TONG Ming-bo. Study on the canopy shape and the flow field during parachute inflation process[J]. ACTA AERODYNAMICA SINICA, 2011, 29(3): 288-294. [16]  M.  Souli  A.O., L. Lewin  c. ALE  formulation  for  fluid-structure interaction problems[J]. Comput. Methods Appl. Mech. Engrg., 2000, 190: 659-675. [17] HUA Cheng F.C. Simulation of Fluid-Solid Interaction Water Ditching of an airplane by ALE Method[J]. Journal of Hydrodynamics, 2011, 23(5): 637-642. [18] Drozd V. S. Axisymmetric Parachute Shape Study[C]. Seattle, Washington, 20th AIAA Aerodynamic Decelerator Systems Technology Conference and Seminar, 2009. [19] Desabrais K.J.  Velocity Field Measurements in the Near Wake of a Parachute Canopy [R]. Worcester Polytechnic Institute, 2002. [20] Ewing E G K.T.W., Bixby H W. Recovery Systems Design Guide[M]. Beijing: Aviation Industry Press, 1988. [21] PENG Yong. Research and Application of Some Dynamic Problems of the Recovery System of Manned Spacecraft[D]. Changsha:  National University of Defense Technology, 2004.

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[if 424 not_equal=””][else]Ahead of Print[/if 424] Subscription Review Article

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Volume
[if 424 equals=”Regular Issue”]Issue[/if 424][if 424 equals=”Special Issue”]Special Issue[/if 424] [if 424 equals=”Conference”][/if 424]
Received April 10, 2024
Accepted July 31, 2024
Published August 14, 2024

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