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Techniques for analyzing rotating rake mode measurements over passive treatment

机译:通过被动处理分析旋转前刀模式测量的技术

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The NASA Glenn Research Center's rotating rake mode measurement system has been successful in measuring the modal content propagating in hard-wall ducts. This paper proposes an extension of the rotating rake measurement and analysis technique to treated sections by developing basis functions based on wall impedance boundary conditions for flow conditions (i.e. constant duct area and Mach number), where the closed-form analytical solution exists. Analytical equations developed to estimate mode power are incorporated. Using the impedance boundary conditions results in better mode measurement solutions. This method is verified by decomposing and analyzing radial pressure profiles generated numerically by the Eversman propagation code. Several modes, frequencies, and impedances are evaluated. For ducts with soft-walls and mean flow, the radial basis functions must be numerically computed. The linear companion matrix method is used to obtain both the eigenvalues of interest, without the need for an initial guess, and the radial basis functions. The governing equations allow for the mean flow to have a boundary layer at the wall. In addition, a nonlinear least-squares method is used to adjust the wall impedance to best fit the data in an attempt to use the rotating system as an in-duct wall impedance measurement tool. Simulated and measured data are used to show the effects of wall impedance and mean flow on the computed results. Data from an inlet of a low-speed ducted fan with several different impedance conditions on the outer wall were acquired and reduced to determine the best fit to the data. The methodology and analysis documented in this paper were directly inspired by the groundbreaking work of Dr. Edward J Rice.
机译:美国宇航局格伦研究中心的旋转耙模式测量系统已经成功地测量了在硬壁管道中传播的模态含量。本文提出了旋转耙测量和分析技术的扩展,通过开发基于壁阻抗边界条件的基本函数来处理部分(即恒定风道面积和马赫数),其中存在封闭形式的解析解。并入开发用于估算模式功率的分析方程式。使用阻抗边界条件可以得到更好的模式测量解决方案。通过分解和分析由Eversman传播代码数值生成的径向压力分布图可以验证该方法。评估了几种模式,频率和阻抗。对于具有软壁和平均流量的风管,必须对径向基函数进行数值计算。线性伴随矩阵方法用于获得感兴趣的特征值,而无需初始猜测,以及径向基函数。控制方程式允许平均流量在壁处具有边界层。此外,为了将旋转系统用作管道内壁阻抗测量工具,非线性最小二乘法用于调整壁阻抗以最适合数据。模拟和测量的数据用于显示壁阻抗和平均流量对计算结果的影响。从外壁上具有几种不同阻抗条件的低速管道风扇的进口处获取数据,并将其减少,以确定与数据的最佳拟合。本文中记录的方法和分析直接受Edward J Rice博士的开创性工作启发。

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