2014
DOI: 10.1109/twc.2014.2314118
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Polarization Division Multiple Access on NLoS Wide-Band Wireless Fading Channels

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Cited by 29 publications
(11 citation statements)
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“…The Tx-polarization-determinant matrix at the jth Tx polarization-agile antenna, H PD Tx,j , depends on the Rxpolarization vectors p Rx,i as shown in (12), and vice versa in (17). Further, Tx-and Rx-polarization mismatching will deteriorate the system performance in terms of the channel capacity in this paper.…”
Section: B Joint Polarization Pre-post Coding For Polarization Matchingmentioning
confidence: 89%
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“…The Tx-polarization-determinant matrix at the jth Tx polarization-agile antenna, H PD Tx,j , depends on the Rxpolarization vectors p Rx,i as shown in (12), and vice versa in (17). Further, Tx-and Rx-polarization mismatching will deteriorate the system performance in terms of the channel capacity in this paper.…”
Section: B Joint Polarization Pre-post Coding For Polarization Matchingmentioning
confidence: 89%
“…Wireless communication systems with multipolarized antennas utilize polarization diversity to increase channel capacity and reduce bit/symbol error rate [4], [7]- [12]. In other words, the unique characteristics of polarized wireless channels can remarkably improve the performance of the MIMO system beyond that of the conventional system not fully utilizing polarized-channel characteristics.…”
Section: Introductionmentioning
confidence: 99%
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“…The basic idea of PDMA is that the dual-polarized transmitantenna transmits two independent data streams to different users simultaneously by using orthogonal vertical and horizontal polarizations. The performance analysis between one collocated dual-polarized transmit-antenna and two dualpolarized receive-antennas are provided in [12]. Nevertheless, PDMA lacks spatial diversity at the transmit-array.…”
Section: Pdmamentioning
confidence: 99%
“…Each dual‐polarized antenna is assumed to have orthogonally polarized antenna components (i.e., H and V ). The 90° angular separation between H ‐polarization and V ‐polarization components enables concurrent transmission of two independent data streams with minimum mutual interference . Then, any polarized signal with an arbitrary polarization angle can be represented in a two‐dimensional vector form at a continuous time t as follows: boldx(t)=[]xH(t)xV(t)=[]Esinεexp[j(2πft+δ)]Ecosεexp(j2πft), where E is the signal envelope and f is the carrier frequency.…”
Section: System Modelmentioning
confidence: 99%