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Digital implementation of a fourth order Linkwitz-Riley network with a low cutoff frequency

机译:具有低截止频率的四阶Linkwitz-Riley网络的数字实现

摘要

A simplified digital implementation of a fourth order Linkwitz-Riley crossover network is provided using approximations and transformations of the classical form. The approximation is particularly beneficial when the crossover frequency is low relative to the digital sampling rate, such as when an audio stream is split between bass and treble at about 30-300 Hz and the sampling frequency is about 100 times the cutoff frequency or higher. Rather than merely cascading two sets of second order filters, such as Butterworth filters, a fourth order transfer function is more directly implemented. Conventional transfer functions are simplified through approximations resulting in the elimination of all except one parameter, c, which is a linear function of the cutoff frequency. Additionally, multipliers are moved in line with the integrator elements. A modulator may be inserted in the processing path at the output of each integrator element if limited fixed precision of the operators is desired while maintaining high performance. A crossover of the inventive design requires a fewer number of state variables, multipliers and adders.
机译:使用经典形式的近似和变换,提供了四阶Linkwitz-Riley交叉网络的简化数字实现。当分频频率相对于数字采样率较低时(例如,当音频流以大约30-300 Hz的频率在低音和高音之间分配且采样频率约为截止频率的100倍或更高时),此近似值特别有用。不仅可以级联两组二阶滤波器(例如Butterworth滤波器),还可以更直接地实现四阶传递函数。通过近似简化了传统的传递函数,从而消除了除一个参数c以外的所有参数,c是截止频率的线性函数。另外,乘法器与积分器元素成一直线。如果希望在保持高性能的同时限制运算符的固定精度,则可以在每个积分器元件的输出处的处理路径中插入调制器。本发明设计的交叉需要较少数量的状态变量,乘法器和加法器。

著录项

  • 公开/公告号US7613311B2

    专利类型

  • 公开/公告日2009-11-03

    原文格式PDF

  • 申请/专利权人 JOHN MELANSON;EMMANUEL MARCHAIS;

    申请/专利号US20040012418

  • 发明设计人 EMMANUEL MARCHAIS;JOHN MELANSON;

    申请日2004-12-15

  • 分类号H03G5/00;G06F17/00;H01P5/12;H03H7/38;H03H7/46;

  • 国家 US

  • 入库时间 2022-08-21 19:30:49

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