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针对航空发动机风扇管道径向声模态模拟与测试问题,研究了径向声模态模拟技术以及径向声模态识别技术。采用基于径向排布的声源阵列形式,调节阵列预设的各扬声器幅值及相位实现径向模态声源模拟。建立声源管道下游多圈环形阵列,根据阵列位置信息构造求解模态的传递函数矩阵,运用Tikhonov正则化方法减小传递函数矩阵的条件数,从而实现径向声模态识别能力。通过理论推导和数值计算,设计风扇管道径向声模态试验装置,并在消声室进行试验验证。通过试验验证了该系统具备周向4阶以内,径向2阶以内的径向声模态模拟与识别能力。 相似文献
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风洞温度场校测研究与分析
任兆琨,马占元,张悦,许红达,王云祥,徐辉
(中国航空工业空气动力研究院,哈尔滨 150001)
摘要:对于风洞来说,对其试验段进行温度和流场校准至关重要,这是评估风洞流场品质的重要指标。本文利用一个由温度传感器组成的桁架对一个完整风洞截面的温度场进行了标定。通过调整测温桁架与喷嘴之间的距离以及风速,可以获得不同位置的温度场分布数据。通过分析这些数据,以确定影响温度场分布的重要因素,同时对风洞的温度场进行了相应的数值模拟,目的是进一步分析空气和风洞壁之间的流体传热情况。通过以上分析方法,进一步验证了风洞内温度场的品质,为未来相关模型的风洞试验提供了参考。
关键字:风洞;温度场;数值模拟;流体传热
相似文献5.
Tang Di Bao Shiyi Lv Binbin Cui Hao Luo Lijia Xu Min 《Journal of Mechanical Science and Technology》2019,33(6):2651-2663
Journal of Mechanical Science and Technology - Shedding vortices in cross flow are of much practical importance in the analysis of flow induced vibrations of a steam generator. However, studies of... 相似文献
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Yukio Takemoto Keiji Kawanishi Jiro Mizushima 《International Journal of Heat and Mass Transfer》2010,53(23-24):5411-5419
Heat transfer in the flow through a bundle of heated tubes are investigated numerically at Reynolds numbers around which the flow makes a transition from a steady state to an oscillatory one, as a model of micro heat exchanger. It is found that physical quantities such as the Nusselt number and the pressure loss exhibit discontinuous jumps with continuous change in the Reynolds number. The origin of the sudden changes in these physical quantities is identified to come from the existence of multiple stable solutions which leads to hystereses in these quantities. 相似文献
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Harmony search (HS) and its variants have been found successful applications, however with poor solution accuracy and convergence performance for high-dimensional (≥200) multimodal optimization problems. The reason is mainly huge search space and multiple local minima. To tackle the problem, we present a new HS algorithm called DIHS, which is based on Dynamic-Dimensionality-Reduction-Adjustment (DDRA) and dynamic fret width (fw) strategy. The former is for avoiding generating invalid solutions and the latter is to balance global exploration and local exploitation. Theoretical analysis on the DDRA strategy for success rate of update operation is given and influence of related parameters on solution accuracy is investigated. Our experiments include comparison on solution accuracy and CPU time with seven typical HS algorithms and four widely used evolutionary algorithms (SaDE, CoDE, CMAES and CLPSO) and statistical comparison by the Wilcoxon Signed-Rank Test with the seven HS algorithms and four evolutionary algorithms. The problems in experiments include twelve multimodal and four complex uni-modal functions with high-dimensionality.Experimental results indicate that the proposed approach can provide significant improvement on solution accuracy with less CPU time in solving high-dimensional multimodal optimization problems, and the more dimensionality that the optimization problem is, the more benefits it provides. 相似文献
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