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BLADELOADINGANDITSAPPLICATIONINTHEMEAN-LINEDESIGNOFLOW PRESSURETURBINES

机译:低压汽轮机均线设计中的叶片加载及其应用

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In order to minimize the number of iterations to a turbine design, reasonable choices of the key parameters must be made at the earliest possible opportunity. The choice of blade loading is of particular concern in the low pressure (LP) turbine of civil aero engines, where the use of high-lift blades is widespread. This paper presents an analytical mean-line design study for a repeating-stage, axial-flow Low Pressure (LP) turbine. The problem of how to measure blade loading is first addressed. The analysis demonstrates that the Zweifel coefficient [1] is not a reasonable gauge of blade loading because it inherently depends on the flow angles. A more appropriate coefficient based on blade circulation is proposed. Without a large set of turbine test data it is not possible to directly evaluate the accuracy of a particular loss correlation. The analysis therefore focuses on the efficiency trends with respect to flow coefficient, stage loading, lift coefficient and Reynolds number. Of the various loss correlations examined, those based on Ainley and Mathieson ([2], [3], [4]) do not produce realistic trends. The profile loss model of Coull and Hodson [5] and the secondary loss models of Craig and Cox [6] and Traupel [7] gave the most reasonable results. The analysis suggests that designs with the highest flow turning are the least sensitive to increases in blade loading. The increase in Reynolds number lapse with loading is also captured, achieving reasonable agreement with experiments.
机译:为了最大程度地减少涡轮机设计的迭代次数,必须尽早对关键参数进行合理选择。叶片载荷的选择在民用航空发动机的低压(LP)涡轮机中特别重要,在该涡轮机中,广泛使用高升程叶片。本文提出了一种重复级轴流低压(LP)涡轮机的分析平均线设计研究。首先解决如何测量叶片负载的问题。分析表明,Zweifel系数[1]并不是叶片载荷的合理量度,因为它固有地取决于流角。提出了一种基于叶片循环的更合适的系数。如果没有大量的涡轮机测试数据,就不可能直接评估特定损耗相关性的准确性。因此,分析着重于与流量系数,阶段负荷,升力系数和雷诺数有关的效率趋势。在所研究的各种损失相关性中,基于Ainley和Mathieson([2],[3],[4])的相关性并没有产生现实的趋势。 Coull和Hodson [5]的轮廓损失模型以及Craig和Cox [6]和Traupel [7]的二次损失模型给出了最合理的结果。分析表明,具有最高流量转向的设计对叶片载荷的增加最不敏感。雷诺数随载荷的增加也被记录下来,与实验达到了合理的一致性。

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