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首页> 外文期刊>Journal of the American Helicopter Society >Iterative Blade Element Momentum Theory for Predicting Coaxial Rotor Performance in Hover
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Iterative Blade Element Momentum Theory for Predicting Coaxial Rotor Performance in Hover

机译:迭代叶片元件动量理论,用于预测悬停中同轴转子性能

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摘要

This paper presents a new blade element momentum theory (BEMT) for a coaxial rotor in hover. The new BEMT iteratively solves the upper and lower rotor induced velocities to account for the mutual rotor-to-rotor interaction. The upper rotor induced velocity is affected by the lower rotor thrust and induced velocity, whereas the lower rotor induced velocity is affected by the upper rotor thrust and induced velocity. Two empirical constants are included in each rotor calculation. This new BEMT provides the performance of each rotor as a function of the rotor separation distance. The new BEMT is validated with measurement data for two coaxial rotor experiments. The first experiment validates the thrust to power coefficients at a given separation distance. The second experiment validates each rotor's figure of merit, thrust, power, interference loss factors, etc. as a function of the rotor separation distance. It is shown that the BEMT captures the trends and magnitudes of the performance as a function of the rotor separation distance compared to the measurement data. Detailed radial distributions of aerodynamic properties are also presented at several separation distances.
机译:本文介绍了悬停中同轴转子的新叶片元件动量理论(BEMT)。新的Bemt迭代地解决上转子诱导的速度,以解释相互转子的相互作用。上转子诱导的速度受到较低的转子推力和诱导速度的影响,而较低的转子诱导速度受到上转子推力和诱导速度的影响。每个转子计算中包括两个经验常数。这种新的BEMT提供了每个转子的性能作为转子分离距离的函数。新的BEMT通过用于两个同轴转子实验的测量数据验证。第一个实验在给定的分离距离处验证到功率系数的推力。第二种实验验证每个转子的优点,推力,功率,干扰因子等作为转子分离距离的函数。结果表明,与测量数据相比,该BEMT捕获了作为转子分离距离的函数的性能的趋势和幅度。还在几个分离距离处呈现出气动性质的详细径向分布。

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  • 来源
    《Journal of the American Helicopter Society》 |2020年第4期|042005.1-042005.12|共12页
  • 作者单位

    Department of Mechanical and Aerospace Engineering University of California Davis CA;

    Department of Mechanical and Aerospace Engineering University of California Davis CA;

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  • 正文语种 eng
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