2002Unpublished venueRequires access

High speed polyphase CIC decimation filters

Hong-Kui Yang, W.M. Snelgrove

Open publisher page 17 citations

Abstract

Polyphase structures for CIC (cascaded-integrator-comb) decimation filters are proposed in this paper. With the new structures, the proposed filters can operate at much lower sampling rate yet achieve almost the same performance as Hogenauer's CIC filters. They have advantages in high speed operation and low power consumption. Issues such as high speed commutator design, polyphase components, finite word length, truncation, and rounding have been discussed. Some important applications are also given in this paper.

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What this paper is about

Polyphase structures for CIC (cascaded-integrator-comb) decimation filters are proposed in this paper. With the new structures, the proposed filters can operate at much lower sampling rate yet achieve almost the same performance as Hogenauer's CIC filters. They have advantages in high speed operation and low power consumption. Issues such as high speed commutator design, polyphase components, finite word length, truncation, and rounding have been discussed. Some important applications are also given in this paper.

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OpenAlex reports 17 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Polyphase structures for CIC (cascaded-integrator-comb) decimation filters are proposed in this paper. With the new structures, the proposed filters can operate at much lower sampling rate yet achieve almost the same performance as Hogenauer's CIC filters. They have advantages in high speed operation and low power consumption. Issues such as high speed commutator design, polyphase components, finite word length, truncation, and rounding have been discussed. Some important applications are also given in this paper.

Key concepts: Polyphase system, Decimation, Integrator, Rounding, Computer science, Electronic engineering, Cascaded integrator–comb filter, Finite impulse response

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