DocumentCode
2590777
Title
An optimized SAW chirp -Z Transform for OFDM systems
Author
Watanabe, Takaya
Author_Institution
World Technol. Instrum. Co., Ltd., Yokohama, Japan
fYear
2009
fDate
20-24 April 2009
Firstpage
416
Lastpage
419
Abstract
The OFDM system that can use it combined to the Fourier transform to the OFDM signal for amount of wave of the inverse Fourier transform and received OFDM can have a definite advantage in power consumption, a super-high-speed operation processing performance be possessed, and the SAW chirp-Z transform be applied to high-speed wireless LAN and WAN. As for the SAW chirp-Z transform, operation speed 5.5 GFLOPS is feasible in OFDM for 5 GHz band high-speed wireless LAN. However, the following points exist as a problem to the OFDM system that consists of the SAW chirp-Z transform. 1. In the SAW element, is not the temperature delay characteristic a problem? 2. There might be a limit in the adjustment of the chirp rate by the accuracy of the pattern of the SAW element. This paper presents the solution of these various problems, and has achieved optimization SAW chirp- Z transform for the OFDM system.
Keywords
Fourier transforms; OFDM modulation; Z transforms; chirp modulation; surface acoustic wave filters; wide area networks; wireless LAN; OFDM system; bandwidth 5 GHz; chirp filter; high-speed wireless LAN; high-speed wireless WAN; inverse Fourier transform; optimized SAW chirp-Z transform; power consumption; super-high-speed operation processing; Chirp; Delay; Energy consumption; Fourier transforms; OFDM; Signal processing; Surface acoustic waves; Temperature; Wide area networks; Wireless LAN; Chirp Rate; Fourier Transform; High-speed Wireless LAN; OFDM; Power Saving; SAW Chirp-Z Transform; Temperature Delay Characteristic;
fLanguage
English
Publisher
ieee
Conference_Titel
Frequency Control Symposium, 2009 Joint with the 22nd European Frequency and Time forum. IEEE International
Conference_Location
Besancon
ISSN
1075-6787
Print_ISBN
978-1-4244-3511-1
Electronic_ISBN
1075-6787
Type
conf
DOI
10.1109/FREQ.2009.5168212
Filename
5168212
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