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Unsteady phenomena in the edge tone

机译:边缘色调中的不稳定现象

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摘要

Despite its geometrical simplicity, the edge tone displays a remarkably complex behaviour. A plane jet oscillates around the wedge-shaped object with a relatively stable frequency and under certain circumstances emits an audible tone. This configuration plays a central role in the sound production of several wind instruments but occurs in industrial situations too. The flow exhibits various interesting nonlinear phenomena reported in the literature which are not entirely explained. In this paper, detailed high precision numerical simulations of the flow are reported under various conditions. Several phenomena are reproduced in agreement with the literature such as the existence of "stages", the dependence of oscillation frequency on the outflow velocity and the orifice-edge distance within one stage, the pressure distribution on the edge surface, etc. A criterion for the appropriate time step for constant accuracy has been derived. The location of force action is surprisingly stable; it remains in a very narrow region of the wedge surface independently of the Reynolds number and the orifice-edge distance but it is much further behind the edge tip than reported in the literature. The various stages can coexist in different ways: jumping back and forth between stages or being superposed on each other. Regardless of the form, the first stage continues to be dominant even when the second and third stage appears. The question of disturbance propagation velocity and disturbance wavelength is also investigated. The development of higher harmonics of a single stage along the orifice-edge tip distance is presented.
机译:尽管其几何形状简单,但边缘色调仍显示出非常复杂的行为。平面射流以相对稳定的频率在楔形物体周围振荡,并在某些情况下发出可听见的声音。这种配置在多种管乐器的声音产生中起着核心作用,但在工业环境中也是如此。流动表现出文献中报道的各种有趣的非线性现象,但并未完全解释。在本文中,详细报道了在各种条件下的流动的高精度数值模拟。与文献一致地再现了一些现象,例如“级”的存在,振荡频率对流出速度的依赖性和一级内的孔口边缘距离,边缘表面上的压力分布等。得出了恒定精度的适当时间步长。力作用的位置出奇地稳定;它保持在楔形表面的非常狭窄的区域中,而与雷诺数和孔口-边缘距离无关,但是它比边缘文献报道的要远得多。各个阶段可以以不同的方式共存:在各个阶段之间来回跳跃或彼此叠加。无论采用哪种形式,即使出现第二阶段和第三阶段,第一阶段仍然占主导地位。还研究了干扰传播速度和干扰波长的问题。提出了沿孔边缘尖端距离的单级高次谐波的发展。

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