Performance analysis of Multicarrier code division multiple Access system under clipping noise
Loading...
Date
item.page.authors
Journal Title
Journal ISSN
Volume Title
Publisher
Abstract
Multicarrier Code Division Multiple Access MC CDMA is a
newlinetransmission technique which combines the advantages of both OFDM and
newlineCode Division Multiplexing Access CDMA to allow high transmission rates
newlineover severe time dispersive multi path channels without the need of a
newlinecomplex receiver implementation MC CDMA exploits frequency diversity
newlinevia the different subcarriers and therefore allows the high code rate systems
newlineto achieve good Bit Error Rate BER performances
newlineThe foremost limitation of MC CDMA system is the Multiple
newlineAccess Interference MAI and high peak to average power ratio PAPR
newlineHigh PAPR leads to nonlinear distortion of the amplifier and results in intercarrier
newlineinterference and out of band radiation The simplest method for PAPR
newlinereduction is clipping Clipping at the Nyquist sampling rate has been used for
newlinelow complexity applications but suffers from peak regrowth after digital toanalog
newline D A conversion Clipping of the oversampled MC CDMA signals
newlinereduces the peak regrowth after D A conversion But it causes out of band
newlineradiation which has to be filtered Also clipping of MC CDMA signals causes
newlineclipping noise which has sparsity in time domain The performance of MCCDMA
newlineunder such scenario is poor and optimal detection is one of the
newlinesolutions with a high complexity is required In this thesis the Bit Error Rate
newline BER performance is compared under clipping noise with sphere decoding
newlineand Global search algorithm based Multiuser detectors The detector for the
newlineMC CDMA can be of two types namely Single User detector and Multi User
newlineDetector The Single User detector is usually a suboptimal detector having an
newlineequalizer and quantizer combination The Multi User detection can be of
newlineoptimal or suboptimal
newline