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The response of a mixing layer formed between parallel streams to a concomitant excitation at two frequencies

机译:平行流之间形成的混合层对两个频率的同时激发的响应

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Simultaneous excitation of a turbulent mixing layer by two frequencies, a fundamental and a subharmonic, was investigated experimentally. Plane perturbations were introduced to the flow at its origin by a small oscillating flap. The results describe two experiments that differ mainly in the amplitudes of the imposed perturbations and both are compared to the data acquired while the mixing layer was forced at a single frequency. Conventional statistical quantities such as: mean velocity profiles, widths of the flow, turbulent intensities, spectra, phase-locked velocity and vorticity fields, as well as streaklines were computed. The rate of spread of the flow under concomitant excitation at the two frequencies was much greater than under a single frequency, although it remained dominated by two-dimensional eddies. The Reynolds stresses and turbulence production are associated with the deformation and orientation of the large coherent vortices. When the major axis of the coherent vortices starts leaning forward on the high-speed side of the flow, the production of turbulent energy changes sign (i.e. becomes negative) and this results in the flow thinning in the direction of streaming. It also indicates that energy is extracted from the turbulence to the mean motion. Resonance phenomena play an important role in the evolution of the flow. A vorticity budget showed that the change in mean vorticity was mainly caused by the nonlinear interaction between coherent vorticities. Nevertheless, the locally dominant frequency scales the mean growth rate, the inclination and distortion of the mean velocity profiles as well as the phase-locked vorticity contours. [References: 38]
机译:实验研究了由基本和次谐波两个频率对湍流混合层的同时激励。平面扰动是通过一个小的振荡襟翼在其起源处引入的。结果描述了两个实验,它们的主要区别在于施加的扰动的幅度不同,并且两个实验都与将混合层以单个频率强制下获得的数据进行了比较。计算常规统计量,例如:平均速度分布,流动宽度,湍流强度,频谱,锁相速度和涡度场以及条痕线。尽管在二维涡流的控制下,在两个频率的同时激发下,流体的扩散速率远大于单个频率。雷诺应力和湍流产生与大相干涡的变形和取向有关。当相干涡旋的主轴开始在气流的高速侧向前倾斜时,湍流能量的产生会改变符号(即变为负值),从而导致气流沿流向变薄。这也表明能量是从湍流提取到平均运动的。共振现象在流动的演变中起重要作用。涡度预算表明,平均涡度的变化主要是由相干涡度之间的非线性相互作用引起的。尽管如此,局部主导频率标度了平均增长率,平均速度曲线的倾斜度和畸变率以及锁相涡度等高线。 [参考:38]

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