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A Drichlet/Neumann Strongly Coupled Iterative Method for Fluid Structure Interaction of Parafoil Inflation Process

机译:一种德里氏/ Neumann强烈耦合迭代方法,用于平板膨胀过程的流体结构相互作用

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A detailed description of the Drichlet/Neumann iterative method has been presented and the D/N method combined with the Reynold-Averaged Navier-Stokes (RANS) equations for fluid and versatile finite element method for structure has been employed for simulation of Fluid Structure Interaction occurred in the parafoil inflation process. The generalized-a time integration scheme for structure, the first/second order Back Euler for fluid and the zeroth order structural predictor are incorporated into the D/N method and a mathematical analysis of its numerical stability are also performed to determine the choice of relaxation factor. An innovative modified spring-TFI (TransFinite Interpolation) hybrid method is exploited to mesh the fluid architecture and detect the motion of the grids. The simulation results for a two-dimensional uninflated parafoil case show the evolution of the flow regime during the process when the airflow pours into the airfoil, which compared favorably with those measured either in wind-tunnel. And the influence of the fluid time integration scheme, the choice of time step and the solid structure densities on the performance of FSI (fluid structure interaction) calculation is also investigated.
机译:所述Drichlet /诺伊曼迭代方法的详细描述已经给出和d / N方法与雷诺平均纳维 - 斯托克斯(RANS),用于流体和通用的用于结构的有限元法方程组合已经用于流体结构相互作用的模拟发生在翼伞充气过程。对于结构广义-一个时间积分方案中,第一/第二阶回到欧拉用于流体和零阶结构预测器被结合到d / N方法及其数值稳定性的数学分析也执行以确定松弛的选择因素。一个创新的修改后的弹簧-TFI(无限插值)的混合方法被利用啮合的流体体系结构并检测网格的运动。仿真结果为二维非膨胀翼伞情况下示出的过程中的流动状态的演变当气流注入翼型件,其有利地与那些在风洞任一测得的相比。和流体时间积分方案的影响,时间步长的选择上FSI性能的固体结构密度(流体结构相互作用)的计算进行了研究。

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