Titlebook: Circuit Design for Wireless Communications; Improved Techniques Kong-Pang Pun,José Epifanio Franca,Carlos Azeredo- Book 2003 Springer-Verl

波動(dòng)

Wireless Receivers: Architectures and Image Rejection,of a radio receiver. The image problem arises from the fact that radio interferer at the . will be downconverted to the same intermediate frequency (IF) as the desired signal and therefore corrupt it. The traditional method for rejecting the image interferer is to use a high quality factor (Q-factor

是剝皮

,Wideband 90° Phase Shifters,nd many other applications where quadrature signal generation is required [1, 2, 3, 4, 5, 6]. The performance of the 90° phase shifter is directly linked to the image rejection performance of those receivers.

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FAST

Conclusions,ve been discussed in this book. Basically, the obstacles for high image rejection in a quadrature receiver are the quadrature errors (gain and phase imbalance between in-phase and quadrature paths) generated in the analog circuitry of a receiver. The techniques presented in this book can be categori

血統(tǒng)

https://doi.org/10.1007/978-1-4615-4317-6io costs down to the consumer level [1]. Today, we are seeing the emergence of the third generation wireless communication systems capable of transmitting various services from voice to multimedia (including voice, video, data, Internet, etc) [2, 3] with ever increased bandwidth and data rates.

衍生

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記憶

Why Should Countries Form Regions?) band-pass filter before the RF mixer. At that time all the electrical components were discrete, so was the image-reject filter. Currently, a majority of those discrete components can be put together to a small integrated circuit die, but hardly the image-reject filters. For high level receiver integration, this approach is not favoured.

顯而易見

Regionalism among Developing Countriesen I and Q paths and phase-shifting error in the 90° phase shifter, the receiver offers limited image rejection performance. Only up to about . of image rejection ratio (IRR) has been reported [1, 2, 3, 4].