不可压缩和可压缩SPH方法在溃坝流建模中的评价

H. Akbari
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引用次数: 7

摘要

文章历史:接收时间:2017年11月27日接受时间:2018年6月15日光滑粒子流体动力学(SPH)是一种有吸引力的拉格朗日工具,用于模拟自由表面边界处的大位移流动。该方法的两个广泛使用的子类别是弱可压缩SPH(WCSPH)和真正不可压缩SPH(ISPH)方法。每种方法都有其各自的优势,而对于一种方法对另一种方法的偏好还没有达成全球一致。在这项研究中,比较了这些方法在模拟溃坝流这一众所周知的水力学问题中的准确性、稳定性和效率。为了减少不切实际的粒子波动,特别是在自由表面边界,在保持总精度的同时,对这两种方法都应用了实用的解决方案。此外,还研究了不同的固体边界处理方法,并研究了它们对SPH方法的总精度和稳定性的影响。基于这些结果,如果使用适当的固体边界处理,ISPH和WCSPH方法都可以正确地对自由表面轮廓进行建模。同时,在这两种方法中,通过改变表面粘度可以有效地抑制局部表面波动。通过对原始版本的分析,得出结论:ISPH方法通常比WCSPH方法更稳定、更准确,尤其是在压力场建模方面。此外,在求解等粒子数溃坝流时,ISPH方法比WCSPH方法更快。另一方面,ISPH在其使用无发散速度方案的原始版本中存在密度损失问题。由于到目前为止已经引入了许多修改来克服这两种方法的缺陷,因此比较不同修改的方法是不公平的,因此在本研究中应用了类似的修改。同时,可以得出结论,每种方法都在不断发展,并通过增强走自己的路。
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Evaluatoin of Incompressible and Compressible SPH Methods in Modeling Dam Break Flows
Article History: Received: 27 Nov. 2017 Accepted: 15 Jun. 2018 Smoothed Particle Hydrodynamic (SPH) is an attractive Lagrangian tool for simulating flows with large displacement at free surface boundary. Two widely used subcategories of this method are Weakly compressible SPH (WCSPH) and truly Incompressible SPH (ISPH) methods. Each method has its individual advantages while there is not yet a global agreement about the preference of one method to another one. In this study, accuracy, stability and efficiency of these methods are compared in simulating dam break flow as a well-known hydraulic problem. To decrease unrealistic particle fluctuation especially at free surface boundary, a practical solution is applied to both methods while keeping their total accuracy. In addition, different solid boundary treatments are studied and their effect on total accuracy and stability of SPH methods are investigated. Based on the results, both ISPH and WCSPH methods can model free surface profiles properly if a proper solid boundary treatment is utilized. Meanwhile, local surface fluctuations can be damped in both methods efficiently by means of the modified surface viscosity. By means of original versions, it is concluded that ISPH method is generally more stable and more accurate particularly in modeling pressure field than WCSPH method. In addition, it is shown that ISPH method is faster than WCSPH method in solving a dam break flow with equal number of particles. On the other hand, ISPH in its original version using the divergence-free velocity scheme suffers from density loss problem. Since a lot of modifications have been introduced till now to overcome defections of both methods, it is not fair to compare methods with different modifications and therefore, similar modifications are applied in this study. Meanwhile, it can be concluded that each method is growing and is going its own way through enhancement.
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