In principle, a single high order FIR filter could approximate the frequency response specification dictated by the command gains of a graphic equalizer [75,77]. However, as the command points are usually located logarithmically in frequency, it will be necessary to use interpolation to obtain a smooth target response [70,75,79,80]. Still, a fundamental problem remains: the order of the FIR filter must be large, at least several thousand, to approximate well the desired magnitude response at the lowest band [75,77,79]. That is clearly more costly than using a biquad IIR filter per band. To reduce the computational cost of long FIR equalizing filters at low frequencies, Waters et al. have suggested a multirate system in which downsampled filters running at a low rate improve the approximation performed by a fullband filter running at the audio sample rate [75]. Oliver describes in his patent how a graphic equalizer can be implemented using a frequency-warped FIR filter [81].
原则上,单个高阶FIR滤波器可以近似于图形均衡器[75,77]的命令增益所规定的频率响应规格。但是,由于命令点的频率通常是对数的,因此有必要使用插值来获得平滑的目标响应[70,75,79,80]。尽管如此,仍然存在一个基本问题:FIR滤波器的阶数必须很大,至少要几千个,才能很好地逼近最低频段上的所需幅度响应[75,77,79]。这显然比每个频带使用双二阶IIR滤波器要贵。为了减少低频下长FIR均衡滤波器的计算成本,沃特斯等 有人提出了一种多速率系统,其中以低速率运行的降采样滤波器改善了以音频采样率运行的全频带滤波器的逼近度[75]。奥利弗在他的专利中描述了如何使用频率扭曲的FIR滤波器实现图形均衡器[81]。
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原则上,单个高阶FIR滤波器可以近似由图形均衡器的命令增益决定的频率响应规范[75,77]。然而,由于指令点通常以对数频率定位,因此有必要使用插值来获得平滑的目标响应[70,75,79,80]。然而,一个基本的问题仍然存在:FIR滤波器的阶数必须很大,至少要几千阶,才能很好地逼近最低频带的期望幅度响应[75,77,79]。这显然比每个频带使用一个双四元组IIR滤波器更昂贵。为了降低低频长FIR均衡滤波器的计算成本,Waters等人。我们提出了一种多速率系统,在该系统中,以低速率运行的下采样滤波器改善了以音频采样率运行的全带滤波器所执行的近似值[75]。奥利弗在他的专利中描述了图形均衡器是如何使用频率扭曲的FIR滤波器实现的[81]。<br>
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