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Method for implementing a multiplier-less FIR filter

机译:一种无乘数fir滤波器的实现方法

摘要

A method for implementing a multiplier-less FIR filter is disclosed, in which the FIR filter performs the convolution of H(z)=k=0N-1hkz-k,;where hk is the k-th coefficient of the FIR filter. The dynamic range of the filter coefficients is compressed by a transformation: H(z)=H(z)i=1m-1(1+iz-)mi=1m-1(1+iz-)m,;where parameters and are chosen depending on filter type, 1i1, and m denotes iteration numbers of coefficient operation of transformation, so as to avoid the serious quantization error caused by the phenomenon of SPT distribution. Then, the compressed coefficients are quantized into SPT numbers, and the coefficients are optimized by removing redundant STP numbers.
机译:公开了一种用于实现无乘法器的FIR滤波器的方法,其中FIR滤波器执行 <图像文件=“ US20030204545A1-20031030-M00001.GIF” he =“ 24.97635” id =“ EMI-M00001” imgContent =“ undefined” imgFormat =“ GIF” wi =“ 216.027“ /> H z = k = < / M:mo> 0 N - 1 < M:mo /> h k z - k ;其中h k 是第k个系数FIR滤波器。滤波器系数的动态范围通过以下转换压缩: <图像文件=“ US20030204545A1-20031030-M00002.GIF” he =“ 45.1332” id =“ EMI-M00002” imgContent =“ undefined” imgFormat =“ GIF” wi =“ 216.027“ /> H z = H < M:mo /> z i = 1 m < M:mo>- 1 1 + i < M:mo /> z - m < / M:msup> i = 1 m - 1 1 + i z - m ;其中根据滤波器类型选择参数和,1 i 1,m表示变换系数运算的迭代次数,以避免由于SPT分发。然后,将压缩的系数量化为SPT编号,并通过删除冗余的STP编号来优化系数。

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