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A NURBS-based isogeometric boundary element method for analysis of liquid sloshing in axisymmetric tanks with various porous baffles

机译:一种基于NURBS的ISOGEORIC边界元法,用于分析各种多孔挡板的轴对称罐中的液体晃动

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摘要

An isogeometric boundary element method (IGA-BEM) based on the non-uniform rational B-splines (NURBS) is firstly performed to investigate the liquid sloshing in axisymmetric tanks with the porous baffles. The proposed method can completely maintain the advantages of the BEM that only the boundary of a domain requires discretization. By applying the NURBS basis functions it can exactly describe the geometry of the boundary. Meanwhile, it can also be obtained better solution field approximation at the domain boundary. Furthermore, as to the axisymmetric geometries of the containers considered in this paper, the 3-D liquid sloshing problems can be effectively reduced to 2-D ones on half of the cross-sections of the containers, which can significantly increase the computational efficiency. Meanwhile, the zoning method is employed in this paper to treat the arbitrary mounted porous baffles, and the Laplace equation is utilized as the governing equation of the potential flow model by assuming the fluid motion to be inviscid, irrotational and incompressible. Additionally, the weighted residual method together with the Green's theorem is applied to develop the BEM integral equation. The natural sloshing frequencies and dynamic sloshing forces solved by the proposed method are compared with the available literatures and the traditional boundary element method (BEM). Good agreements are observed in the comparisons between numerical results and those of the existing literatures. And higher accuracy and convergence can be achieved by the proposed IGA-BEM method with significantly fewer nodes than the traditional BEM. Moreover, spherical tanks with the coaxial hemispherical, wall-mounted conical or surface-piercing cylindrical porous baffle, ellipsoidal tanks with spheroidal or surface-piercing cylindrical porous baffle, and the toroidal tank with tubular porous baffle are considered to investigate the effects of the porous-effect parameter, radius, length, height, horizontal and vertical semi-axes of the porous baffle on the sloshing characteristics (i.e. dynamic sloshing forces and surface elevations). The results show that the surface-piercing cylindrical porous baffle offers more noticeable suppression on sloshing response than the hemispherical and spheroidal porous baffles. Changing the radius of the tubular porous baffle has almost negligible effect on the sloshing force acting on the toroidal tank. The excitation frequency corresponding to the maximal value of sloshing force can be altered evidently by changing the porous-effect parameter of the porous baffle. In addition, choosing reasonable porous-effect parameter, radius, horizontal semi-axes and relatively larger length, height as well as vertical semi-axes for the porous baffles yields considerable suppression on the sloshing response. (C) 2020 Elsevier Masson SAS. All rights reserved.
机译:首先进行基于非均匀理性B样条(NURBS)的异步射线元件方法(IgA-BEM)以研究具有多孔挡板的轴对称罐中的液体晃动。所提出的方法可以完全维持BEM的优点,即仅域的边界需要离散化。通过应用NURBS基本函数,它可以精确描述边界的几何形状。同时,也可以在域边界处获得更好的解决方案字段近似。此外,关于本文所考虑的容器的轴对称几何形状,可以有效地将3-D液体晃动问题有效地减小到容器的一半的一半横截面上的问题,这可以显着提高计算效率。同时,在本文中采用分区方法以处理任意安装的多孔挡板,并且LAPLACE方程通过假设流体动作是无粘性的,无调节和不可压缩来使用作为电位流模型的控制方程。另外,加权残余方法与绿色的定理一起应用于开发BEM整体方程。通过该方法解决的天然晃动频率和动态晃动力与可用文献和传统边界元素方法(BEM)进行比较。在数值结果与现有文献之间的比较中观察到良好的协议。所提出的IGA-BEM方法可以实现更高的准确度和收敛性,所述IGA-BEM方法具有比传统的BEM显着更少的节点。此外,具有同轴半球形,壁挂式圆锥形或表面刺穿圆柱形多孔挡板的球形罐,具有球形或表面刺穿圆柱形多孔挡板的椭圆形罐,以及具有管状多孔挡板的环形罐被认为研究了多孔的效果 - 晃动特性上的多孔挡板的效应,半径,长度,高度,水平和垂直半轴(即动态晃动力和表面升高)。结果表明,表面刺穿圆柱形多孔挡板在晃动响应方面提供比半球和球形多孔挡板更明显的抑制。改变管状多孔挡板的半径几乎可以忽略不计作用在环形罐上的晃动力。通过改变多孔挡板的多孔效应参数,可以显然地改变对应于晃动力的最大值的激发频率。另外,选择合理的多孔效果参数,半径,水平半轴和相对较大的长度,高度以及用于多孔挡板的垂直半轴,对晃动响应产生相当大的抑制。 (c)2020 Elsevier Masson SAS。版权所有。

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