Fast fourier transform apparatus and method
US6434583B1 · kind B1 · utility
Assignee
Inventors
- Mark J. Dapper
- Michael J. Geile
- Terrance J. Hill
- Harold A. Roberts
- Brian D. Anderson
- Jeffrey Brede
- Mark S. Wadman
- Robert J. Kirscht
- James J. Herrmann
- Michael J. Fort
- Steven P. Buska
- Jeff Solum
- Debra Lea Enfield
- Darrell Berg
- Thomas Smigelski
- Thomas C. Tucker
- Joe Hall
- John M. Logajan
- Somvay Boualouang
- Heng Lou
- Mark Elpers
- Matt Downs
- Tammy Ferris
- Adam Opoczynski
- David S. Russell
- Calvin G. Nelson
- Niranjan R. Samant
- Joseph F. Chiappetta
- Scott Sarnikowski
Key dates
| Filing date | Sep 15, 1999 |
| Grant date | Aug 13, 2002 |
| Priority date | — |
| Expiry date | Sep 15, 2019 |
Classification
- Technology area (CPC Y)Emerging Cross-Sectional Technologies
- CPC primaryY02D30/50
- WIPO fieldAudio-visual technology
- WIPO sectorElectrical engineering
Abstract
A apparatus for providing a Fast Fourier Transform (FFT) and an inverse FFT is provided. The apparatus comprises a radix-N core. The radix-N core includes at least N multipliers. The radix-N core also includes a twiddle-factor lookup table that stores complex twiddle-factors. The twiddle-factor lookup table is coupled to one input of each of the multipliers. The radix-N core also includes a conversion random access memory (RAM) that stores transform points. The conversion RAM is coupled to another input of each of the multipliers. The radix-N core also includes an array of at least N-times-N adder-subtracter-accumulators.
Source: USPTO / EPO open patent data. Objective bibliographic and citation counts.