首页> 外文会议>ASME Turbo Expo vol.6 pt.A; 20050606-09; Reno-Tahoe,NV(US) >AN EMPIRICAL PREDICTION METHOD FOR SECONDARY LOSSES IN TURBINES: PART Ⅰ - A NEW LOSS BREAKDOWN SCHEME AND PENETRATION DEPTH CORRELATION
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AN EMPIRICAL PREDICTION METHOD FOR SECONDARY LOSSES IN TURBINES: PART Ⅰ - A NEW LOSS BREAKDOWN SCHEME AND PENETRATION DEPTH CORRELATION

机译:涡轮次生损失的经验预测方法:第一部分-一种新的损失分解方案和穿透深度关联

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Despite its wide use in meanline analyses, the conventional loss breakdown scheme is based on a number of assumptions that are known to be physically unsatisfactory. One of these assumptions states that the loss generated in the airfoil surface boundary layers is uniform across the span. The loss results at high positive incidence presented in a previous paper (Benner et al. [1]) indi-cate that this assumption causes the conventional scheme to produce erroneous values of the secondary loss component. A new empirical prediction method for secondary losses in turbines has been developed, and it is based on a new loss breakdown scheme. In the first part of this two-part paper, the new loss breakdown scheme is presented. Using data from the current authors' off-design cascade loss measurements (Benner et al. [1]), it is shown that the secondary losses obtained with the new scheme produce a trend with incidence that is physically more reasonable. Unlike the conventional loss breakdown scheme, the new scheme requires a correlation for the spanwise penetration depth of the passage vortex separation line at the trailing edge. One such correlation exists (Sharma and Butler); however, it was based on a small database. An improved correlation for penetration distance has been developed from a considerably larger database, and it is detailed in this paper.
机译:尽管它在平均线分析中得到了广泛的应用,但是传统的损失细分方案是基于许多已知的物理上不令人满意的假设。这些假设之一表明,翼型表面边界层中产生的损耗在整个跨度上是均匀的。前一篇论文(Benner等人[1])提出的高正发生率下的损耗结果表明,这种假设导致常规方案产生次要损耗分量的错误值。已经开发了一种新的涡轮机二次损失的经验预测方法,该方法基于新的损失分解方案。在本两部分的第一部分中,提出了新的损失明细方案。使用来自当前作者的非设计级联损耗测量值的数据(Benner等人[1]),表明使用新方案获得的二次损耗产生的趋势在物理上更加合理。与传统的损耗分解方案不同,新方案需要在后缘对通道涡旋分离线的翼展方向穿透深度进行相关处理。存在一种这样的关联(Sharma和Butler)。但是,它基于一个小型数据库。已从相当大的数据库中开发出一种改进的穿透距离相关性,本文对此进行了详细介绍。

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