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Numerical Oscillations In Pipe-filling Bore Predictions By Shock-capturing Models

机译:捕捉模型在注水口径预测中的数值振荡

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The introduction of nonlinear, shock-capturing schemes has improved numerical predictions of hydraulic bores, but significant numerical oscillations have been reported in the predictions of pipe-filling bore fronts associated with the transition between open-channel and pressurized flow regimes. These oscillations can compromise the stability of numerical models. A study of these oscillations indicates that the strength of the numerical oscillations is associated with the sharp discontinuities in the flow parameters across the jump, particularly the wave celerity. Approaches to attenuate oscillations by artificially reducing acoustic wave speeds may result in the loss of simulation accuracy. Two new techniques to attenuate the oscillation amplitudes are presented, the first based on numerical filtering of the oscillations and the second based on a new flux function that judiciously introduces numerical diffusion only in the vicinity of the bore front. Both approaches are effective in decreasing the strength of the numerical oscillations.
机译:非线性震荡捕获方案的引入改善了液压孔的数值预测,但是在与明渠和加压流态之间过渡相关的注油孔前沿预测中,已经报告了明显的数值振荡。这些振荡会损害数值模型的稳定性。对这些振荡的研究表明,数值振荡的强度与跨跃点的流动参数(尤其是波速)的急剧不连续性有关。通过人为降低声波速度来衰减振荡的方法可能会导致仿真精度下降。提出了两种衰减振荡幅度的新技术,第一种基于振荡的数值滤波,第二种基于新的通量函数,该函数明智地仅在孔前附近引入数值扩散。两种方法都有效地减小了数值振荡的强度。

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