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Toward a Scalable Propeller Performance Map

机译:迈向可扩展的螺旋桨性能图

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Propeller performance is traditionally represented by a performance map that gives propeller efficiency as a function of the flight Mach number, the power coefficient C_P, and the advance ratio J. This work aims to demonstrate how this map changes when the design C_P and J change and to propose a novel map format that is able to capture the performance of different propeller designs. For this purpose, the propeller performance is simulated using a propeller lifting-line method validated for the SR3 propfan. Subsequently, the propeller model is used within a sequential quadratic programming framework to optimize the blade twist and chord distribution for different sets of design C_P and J. A complete propeller performance map is then generated for each one of the optimized designs. The results demonstrate that all the investigated propellers can be modeled by a common map, which determines separately the ideal efficiency and the viscous losses. The ideal efficiency is given in the traditional format of η_i = f(C_P, J), whereas the viscous losses are represented as a function of the relative variables C_P/C_(Pdes) and J/J_(des).
机译:传统上,螺旋桨的性能由性能图表示,该性能图将螺旋桨效率作为飞行马赫数,功率系数C_P和提前比J的函数。该工作旨在证明当设计C_P和J改变时,该图如何变化;提出一种新颖的地图格式,能够记录不同螺旋桨设计的性能。为此,使用经过SR3螺旋桨验证的螺旋桨提升线方法模拟螺旋桨性能。随后,在顺序二次编程框架内使用螺旋桨模型,以针对不同的设计C_P和J集优化叶片扭曲和弦的分布。然后为每个优化设计生成完整的螺旋桨性能图。结果表明,所有研究的螺旋桨都可以通过一个共同的图建模,该图分别确定理想效率和粘性损失。理想效率以传统格式η_i= f(C_P,J)给出,而粘性损失则表示为相对变量C_P / C_(Pdes)和J / J_(des)的函数。

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