14 research outputs found
Modulation-mode assignment for SVD-assisted and iteratively detected downlink multiuser MIMO transmission schemes
In this contribution we jointly optimize the number of multiple-input multiple-output (MIMO) layers and the number of bits per symbol within an iteratively-detected multiuser MIMO downlink (DL) transmission scheme under the constraint of a given fixed data throughput and integrity. Instead of treating all the users jointly as in zero-forcing (ZF) multiuser transmission techniques, the investigated singular value decomposition (SVD) assisted DL multiuser MIMO system takes the individual user's channel characteristics into account. In analogy to bit-interleaved coded irregular modulation, we introduce a MIMO-BICM scheme, where different user-specific signal constellations and mapping arrangement were used within a single codeword. Extrinsic information transfer (EXIT) charts are used for analyzing and optimizing the convergence behaviour of the iterative demapping and decoding. Our results show that in order to achieve the best bit-error rate, not necessarily all user-specific MIMO layers have to be activate
On Mode Adaptation for MIMO-OFDM-BICM Based on Measured Indoor Channels
Abstract—This paper examines mode adaptation for MIMOOFDM-BICM systems. Our results are based on measured MIMO-OFDM channels in an indoor environment at 5 GHz. We demonstrate that a simple zero-forcing spatial multiplexing system using four transmitters and four receivers can achieve four times the SISO data rate over the real measured channels with less than 6 dB increase in SNR. We also observe that it in fact has less mode switching compared to SISO, which can have certain implementation advantages
URLLC in IRS-Aided MIMO Systems: Finite Blocklength Analysis and Design
This paper investigates the ultra reliable and low latency communication
(URLLC) performance of the IRS-aided MIMO system. The upper and lower bounds of
the optimal average error probability (OAEP) for the coding rate 1/sqrt(Mn) of
the capacity are derived, where n and M represent the blocklength and the
number of transmit antennas, respectively. To achieve this goal, a new central
limit theorem (CLT) for the mutual information density over the IRS-aided MIMO
system is derived in the asymptotic regime where the block-length, the IRS
size, and number of the antennas go to infinity with the same pace. The CLT is
then utilized to derive the closed form upper and lower bounds for the OAEP.
Based on the analysis result, a gradient-based algorithm is proposed to
minimize the lower bound of the OAEP by optimizing the phase shift of the IRS.
Simulation results validate the fitness of the CLT and the effectiveness of the
proposed algorithm in optimizing the theoretical bound, as well as the
performance of practical LDPC code.Comment: 8 pages, 3 figures, accepted by Asilomar Conference on Signals,
Systems, and Computers 2023. arXiv admin note: text overlap with
arXiv:2210.0883
Second-Order Coding Rate of Quasi-Static Rayleigh-Product MIMO Channels
With the development of innovative applications that require high reliability
and low latency, ultra-reliable and low latency communications become critical
for wireless networks. In this paper, the second-order coding rate of the
coherent quasi-static Rayleigh-product MIMO channel is investigated. We
consider the coding rate within O(1/\sqrt(Mn)) of the capacity, where M and n
denote the number of transmit antennas and the blocklength, respectively, and
derive the closed-form upper and lower bounds for the optimal average error
probability. This analysis is achieved by setting up a central limit theorem
(CLT) for the mutual information density (MID) with the assumption that the
block-length, the number of the scatterers, and the number of the antennas go
to infinity with the same pace. To obtain more physical insights, the high and
low SNR approximations for the upper and lower bounds are also given. One
interesting observation is that rank-deficiency degrades the performance of
MIMO systems with FBL and the fundamental limits of the Rayleigh-product
channel approaches those of the single Rayleigh case when the number of
scatterers approaches infinity. Finally, the fitness of the CLT and the gap
between the derived bounds and the performance of practical LDPC coding are
illustrated by simulations
Diversity Analysis of Bit-Interleaved Coded Multiple Beamforming with Orthogonal Frequency Division Multiplexing
For broadband wireless communication systems, Orthogonal Frequency Division
Multiplexing (OFDM) has been combined with Multi-Input Multi-Output (MIMO)
techniques. Bit-Interleaved Coded Multiple Beamforming (BICMB) can achieve both
spatial diversity and spatial multiplexing for flat fading MIMO channels. For
frequency selective fading MIMO channels, BICMB with OFDM (BICMB-OFDM) can be
applied to achieve both spatial diversity and multipath diversity, making it an
important technique. However, analyzing the diversity of BICMB-OFDM is a
challenging problem. In this paper, the diversity analysis of BICMB-OFDM is
carried out. First, the maximum achievable diversity is derived and a full
diversity condition RcSL <= 1 is proved, where Rc, S, and L are the code rate,
the number of parallel steams transmitted at each subcarrier, and the number of
channel taps, respectively. Then, the performance degradation due to the
correlation among subcarriers is investigated. Finally, the subcarrier grouping
technique is employed to combat the performance degradation and provide
multi-user compatibility.Comment: accepted to journa
Capacity and performance of MIMO-BICM with zero-forcing receivers
This paper considers multiple-input multiple-output bit-interleaved coded modulation (MIMO-BICM) with linear zero-forcing (ZF) receivers. We derive the link-level capacity (LLC) under ideal fast-fading conditions, and show that it approaches the maximum-likelihood (ML) LLC as the number of receive antennas approach infinity. We also derive tight analytical bounds on the coded bit-error rate, and prove that with Nt transmit and Nr receive antennas, the diversity order is Nr - Nt + 1 multiplied by the free Hamming distance of the convolutional code. For the case of a ML receiver, we show that a tight bound is not possible, in general. Our analysis provides insights to explain the relative performance of the ZF and ML receivers. Finally, we validate the analytical results and assess the performance in a practical environment with orthogonal frequency-division multiplexing and channel estimation. © 2005 IEEE