基于多相滤波结构的分数比采样率转换
Fractional ratio sampling rate conversion based on polyphase filter architecture
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摘要: 带通信号的欠采样中,分数比采样率转换是一个颇费计算量的复杂过程。用低阶的线性内插会带来较大的镜像噪声。该文基于多相滤波的结构,按照最小运算量准则,综合处理分数比采样率转换中内插、滤波、抽取的运算过程,提出了三种高效的转换实现模式。文章比较了三种模式的计算效率,并给出典型信号的计算机仿真结果。Abstract: In this under-sampling of pass-band signal, the fractional ratio Sampling Rate Conversion(SRC) is a procedure which requires a lot of computations. The low-order linear interpolating will incur more aliase noise. Based on the polyphase filter architecture and minimum-operation principle, this paper integrates the interpolating, filtering, and decimating operations in the course of SRC, and presents three architectures for efficient conversion. It also compares the operation efficiencies of the three architectures, and finally gives the computer simulation results on a typical signal.
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C. Dick, F. Harris, PPGA interpolators using polynomial filter, Proc. ICSPAT, Toronto, Canada,1998, 684-688.[2]R.G. Vaughan, L. S. Neil, D. white, The theory of bandpass sampling, IEEE Trans. on SP, 1991,SP-39(9), 1973-1984.[3]胡广书,数字信号处理-理论算法与实现,北京,清华大学出版社,1997年8月,126-131.[4]A.J. Coulson, R. G. Vaughan, M. A. Poletli, Frequency-shifting using bandpass sampling, IEEE Trans. on SP, 1994, SP-42(6), 1556-1559.
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