Wall Modeled Immersed Boundary Lattice Boltzmann Method for the Fluid-Structure Interaction of Ram-Air Parachutes and Paragliders

T. Lolies, N. Gourdain, M. Charlotte, H. Belloc
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Abstract

Ram-Air wings, or parafoils, are now used in various applications such as autonomous aerial delivery systems, kiteboats or paragliders. Developing reliable simulation tools to design these wings is a challenging task. Indeed, the structural integrity is not ensured by stiff mechanical parts within the canopy, but by the aerodynamic forces acting on itself. Fathoming such problems requires the use of fluid-structure interactions (FSI), where the deformation of the solid membrane forces the surrounding fluid to move accordingly, which in turn adjusts the pressure and friction forces on the solid in an iterative scheme. The immersed boundary method (IBM), a well-suited technique for FSI with large deformations, is used with a cartesian grid. Moreover, a highly efficient FSI framework is obtained coupling the IBM with the lattice-Boltzmann method (LBM), as presented in [1]. The LBM proved to be one of the most efficient and promising strategy to perform large eddy simulations of weakly compressible flows [2]. A major challenge when using a carte-sian grid without dynamic remeshing procedures is that the entire geometry and its displacements need to be encapsulated in a large volume of constant mesh size. Therefore resolving the strong gradients pertaining to the turbulent boundary layer would involve unacceptable simulation costs. To deal with this issue, an IBM specific wall model based on an integral boundary layer is developed. Using a conventional serial staggered procedure, the fluid solver is coupled to a mass-spring damper system, a suitable cost-efficient alternative to finite element methods for largely deformable non linear thin membranes [3]. An aerodynamic validation test case
冲压空气降落伞与滑翔伞流固耦合的壁型浸没边界点阵玻尔兹曼方法
冲压空气机翼,或parafoils,现在用于各种应用,如自主空中输送系统,风筝船或滑翔伞。开发可靠的仿真工具来设计这些机翼是一项具有挑战性的任务。事实上,结构的完整性并不是由舱盖内僵硬的机械部件保证的,而是由作用于自身的空气动力保证的。探究这类问题需要使用流体-结构相互作用(FSI),其中固体膜的变形迫使周围的流体相应地移动,从而在迭代方案中调整固体上的压力和摩擦力。浸入边界法(IBM)是一种适用于大变形FSI的技术,它与笛卡尔网格一起使用。此外,获得了一个将IBM与晶格玻尔兹曼方法(LBM)耦合的高效FSI框架,如[1]所示。LBM被证明是进行弱可压缩流大涡模拟的最有效和最有前途的策略之一[2]。当使用没有动态网格重新划分程序的笛卡尔网格时,一个主要的挑战是整个几何形状及其位移需要封装在一个恒定网格尺寸的大体积中。因此,解决与湍流边界层有关的强梯度将涉及不可接受的模拟成本。为了解决这一问题,开发了基于积分边界层的IBM专用墙体模型。采用传统的串联交错程序,流体求解器与质量-弹簧阻尼器系统耦合,这是一种适用于大变形非线性薄膜的具有成本效益的有限元方法替代方案[3]。气动验证测试用例
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