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Use of pressure spectral maps for analysis of influence of the plenum volume on the surge in centrifugal blower

机译:使用压力频谱图分析增压风量对离心鼓风机喘振的影响

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摘要

The influence of plenum volume on surge phenomenon in a centrifugal blower was studied by means of quasidynamic analysis. In this procedure, signals were gathered at 5 pressure tappings at 146 different positions of the throttling valve controlling the mass flow rate. Frequency spectra obtained by means of Fourier analysis are combined together in the form of colour maps with frequency as the abscissa and valve position as the ordinate. Such a map provides high-resolution information about spectral structures of pressure signals attained at different mass flow rates. Analysis was conducted at two system configurations characterized by different volumes between the blower and the valve i.e. plenum volume. Research confirmed that in both cases the first disturbances appear in the vicinity of the impeller leading edge in the same position of a throttling valve before the surge. Arising flow structure is characterized by strong and random pressure jumps and does not have any dominating frequency. At further valve closure pressure disturbances propagate towards the volute and at deep surge the strongest peaks are observed at the outlet. The moment of deep surge onset is also independent of the plenum volume, however, a difference is observed in the frequency and amplitude of the main modes. With the higher outlet volume the observed oscillations fit well to the frequency of a Helmholtz resonator while, in the case of the smaller volume, the frequency is higher than the frequency of a corresponding Helmholtz resonator.
机译:通过准动力学分析,研究了通风量对离心鼓风机喘振现象的影响。在此过程中,在节流阀的146个不同位置的5个压力孔处采集信号,以控制质量流量。通过傅里叶分析获得的频谱以颜色图的形式组合在一起,频率为横坐标,阀门位置为纵坐标。这样的图提供了关于在不同质量流率下获得的压力信号的频谱结构的高分辨率信息。在以鼓风机和阀门之间的不同容积即充气容积为特征的两种系统配置下进行分析。研究证实,在这两种情况下,第一干扰都出现在叶轮前缘附近,在喘振之前在节流阀的同一位置。上升的流动结构的特征在于强烈且随机的压力跳跃,并且没有任何主导频率。在进一步的阀门关闭压力扰动下,蜗壳向蜗壳传播,在深度波动时,在出口处观察到最强的峰值。深度浪涌发作的时刻也与气室容积无关,但是,在主要模式的频率和幅度上观察到差异。随着出口体积的增大,观察到的振荡与亥姆霍兹谐振器的频率非常吻合,而在体积较小的情况下,该频率高于相应的亥姆霍兹谐振器的频率。

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