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Simulation of the two-fluid model on incompressible flow with Fractional Step method for both resolved and unresolved scale interfaces

机译:分数步法在不可压缩流上的不可分流两流体模型的模拟

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In the present paper, the Fractional Step method usually used in single fluid flow is here extended and applied for the two-fluid model resolution using the finite volume discretization. The use of a projection method resolution instead of the usual pressure-correction method for multi-fluid flow, successfully avoids iteration processes. On the other hand, the main weakness of the two fluid model used for simulations of free surface flows, which is the numerical diffusion of the interface, is also solved by means of the conservative Level Set method (interface sharpening) (Strubelj et al., 2009). Moreover, the use of the algorithm proposed has allowed presenting different free-surface cases with or without Level Set implementation even under coarse meshes under a wide range of density ratios. Thus, the numerical results presented, numerically verified, experimentally validated and converged under high density ratios, shows the capability and reliability of this resolution method for both mixed and unmixed flows. (C) 2014 Elsevier Inc. All rights reserved.
机译:在本文中,这里扩展了通常用于单流体流动的分数步法,并通过有限体积离散化将其应用于双流体模型解析。对于多流体流,使用投影方法分辨率代替常规的压力校正方法可成功避免迭代过程。另一方面,用于模拟自由表面流动的两种流体模型的主要缺点是界面的数值扩散,也可以通过保守的Level Set方法(界面锐化)解决(Strubelj等人。 ,2009)。而且,所提出的算法的使用已经允许呈现不同的自由表面情况,甚至在宽密度比范围内的粗糙网格下,无论是否设置了“水平集”。因此,在高密度比下给出,数值验证,实验验证和收敛的数值结果表明,该分辨率方法对于混合流和非混合流的能力和可靠性。 (C)2014 Elsevier Inc.保留所有权利。

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