Convergence of PIV Measurements at the Inlet of a Turbocharger Compressor

D. Banerjee, A. Selamet, R. Dehner, Keith Miazgowicz
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引用次数: 1

Abstract

Particle Image Velocimetry has become a desirable tool to investigate turbulent flow fields in different engineering applications, including flames, combustion engines, and turbomachinery. The convergence characteristics of turbulent statistics of these flow fields are of prime importance since they help with the number of images (temporally uncorrelated) to be captured in order for the results to converge to a certain tolerance or with the assessment of the uncertainty of the measurements for a given number of images. The present work employs Stereoscopic Particle Image Velocimetry to examine the turbulent flow field at the inlet of an automotive turbocharger compressor without any recirculating channel. Optical measurements were conducted at five different mass flow rates spanning from choke to surge at a corrected rotational speed of 80 krpm. The velocity fields thus obtained were used to analyze the convergence of the mean (first statistical moment) and variance (second statistical moment) at different operating conditions. The convergence of the mean at a particular location in the flow field depends on the local coefficient of variation (COV). The number of required images for the mean to converge to a particular tolerance was also found to follow roughly a linear trend with respect to COV. While the convergence of the variance, on the other hand, did not appear to show any direct dependence on the coefficient of variation, it takes significantly more images than the mean to converge to the same level of tolerance.
涡轮增压器压气机入口PIV测量的收敛性
粒子图像测速已经成为研究不同工程应用中的湍流流场的理想工具,包括火焰、内燃机和涡轮机械。这些流场的湍流统计的收敛特性是最重要的,因为它们有助于捕获图像的数量(暂时不相关),以便结果收敛到一定的容差,或者有助于评估给定数量的图像的测量的不确定性。本文采用立体粒子图像测速技术,对无循环通道的汽车涡轮增压器压气机进气道湍流流场进行了研究。光学测量以五种不同的质量流量进行,从扼流圈到浪涌,校正转速为80krpm。利用得到的速度场分析了不同工况下的均值(第一统计矩)和方差(第二统计矩)的收敛性。流场中某一特定位置的均值收敛取决于局部变分系数(COV)。平均值收敛到特定容差所需的图像数量也与COV大致呈线性趋势。另一方面,虽然方差的收敛似乎并不直接依赖于变异系数,但要收敛到相同的容差水平,需要比平均值多得多的图像。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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