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Modeling and Delay-Equalizing Loudspeaker Responses

机译:建模和延迟均衡扬声器响应

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摘要

The impulse response of a generalized multi-way loudspeaker is modeled and is delay-equalized using digital filters. The dominant features of a loudspeaker are its low and high-frequency roll-off characteristics and its behavior at the crossover points. The proposed loudspeaker model characterizes also the main effects of the mass-compliance resonant system. The impulse response, its logarithm and spectrogram, and the magnitude and group-delay responses are visualized and compared with those measured from a high-quality two-way loudspeaker. The model explains the typical local group-delay variations and magnitude-response deviations from a flat response in the passband. The group-delay equalization of a three-way loudspeaker is demonstrated in three different methods. Time-alignment of the tweeter and midrange elements using a bulk delay is shown to cause ripple in the magnitude response. The frequency-sampling method for the design of an FIR group-delay equalizer is detailed and is used to flatten the group delay of the speaker model in the whole audio range and in a limited range. The full-band equalization is shown to lead to preringing in the impulse response. However, group-delay equalization at mid and high frequencies only reduces the length of the loudspeaker impulse response without introducing preringing.
机译:对通用多路扬声器的脉冲响应进行建模,并使用数字滤波器进行延迟均衡。扬声器的主要特征是其低频和高频滚降特性及其在分频点的行为。所提出的扬声器模型还表征了质量符合共振系统的主要效果。脉冲响应,对数和频谱图以及幅度和群延迟响应都可以显示出来,并与从高质量双向扬声器测得的响应进行比较。该模型解释了通带中平坦响应的典型局部群时延变化和幅度响应偏差。用三种不同的方法演示了三分频扬声器的群时延均衡。高音单元和中音单元使用大量延迟的时间对准显示会引起幅度响应的波动。详细介绍了用于FIR组延迟均衡器设计的频率采样方法,该方法用于在整个音频范围内和有限范围内平坦化扬声器模型的组延迟。示出了全频带均衡导致脉冲响应中的振铃。但是,中高频处的群时延均衡只会减少扬声器脉冲响应的长度,而不会引入预振。

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  • 来源
    《Journal of the Audio Engineering Society》 |2018年第11期|922-934|共13页
  • 作者单位

    Genelec Oy, Olvitie 5, FI-74100 Iisalmi, Finland;

    Aalto University, Acoustics Lab, Dept. of Signal Processing and Acoustics, FI-02150 Espoo, Finland;

    Aalto University, Acoustics Lab, Dept. of Signal Processing and Acoustics, FI-02150 Espoo, Finland;

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