一种改进的差分空时频编码OFDM系统设计

平滑逻辑信道子载波排序和子载波删除可以提高差分空频编码OFDM的性能,但是导致系统频谱利用率的下降.文中提出一种改进的差分空时频编码的方案,在一个OFDM符号内采用平滑逻辑信道进行空频编码,对于删除的子载波在相邻的OFDM符号间进行差分空时编码.研究结果表明,这种改进的空时频编码OFDM系统和平滑逻辑信道空时编码OFDM系统对比提高了频谱利用率,而没有明显的性能损失.     

异步OFDM空时协同分集方案

提出一种基于空时分组编码的异步正交频分复用（OFDM,Orthogonal Frequency Division Multiplexing）协同分集方案。提出的方案在中继节点实现OFDM调制及OFDM符号的时间反转和复共轭,信宿节点接收信号的每个OFDM子载波都具有Alamouti空时分组编码结构。信宿节点采用最大似然（ML,Maximum Likelihood）译码准则译码。仿真结果表明,提出的异步OFDM空时协同分集方案无需两个中继节点的同步可获得二阶分集增益,且与其它协同分集方案相比,该方案的误比特率和实现复杂度都更低。     

COST207频率选择性信道下实现多级编码和空时编码的级联方案

提出了一种应用于正交频分复用系统(OFDM)中的多级编码和空时分组编码级联方案(MLC-STBC),并将这种级联方案应用于COST207频率选择性信道中。在COST207的典型城市(TU)模型中应用这种级联方案取得了很好的编码增益和分集增益。通过分析也发现,对MLC-STBCOFDM系统来说,Ungerboeck分割(UP)也是最优的集分割方案。     

一种基于线性星座预编码和坐标交织的空时频发射方案

为获得存在多径衰落的MIMO-OFDM系统中高速率传输方案，给出了一种基于线形星座预编码和坐标交织的速率为1的简单空时频分组码．该传输方案通过线性星座预编码来获得频率分集增益，通过坐标交织变换来获得传输速率为1，且能适当改善系统的误码性能．仿真结果表明，与传统的结合空时码的OFDM系统相比，该方案能获得更大的分集增益、更高的频谱效率和更好的误码性能．在误码率为10^-2的未加信道编码的条件，本文方案与传统方案相比，至少能够提供约4dB的性能增益．若在接收端采用MMSE等线性接收方案，本文方案的计算复杂度并没有明显的增加。     

一种降低空时分组码OFDM信号峰均功率比的方法

正交频分复用(OFDM)信号包含许多独立调制的子载波,当子载波相干地叠加时会产生一个很大的峰均功率比。空时分组码OFDM系统是在OFDM系统中引入空时分组编码,通过选择映射的方法来降低空时分组码OFDM信号的峰值功率,从而降低峰均功率比(PAPR),并通过仿真对系统性能进行比较。     

一种时空频分组码编码方案和检测算法

空时编码作为对抗多径衰落的有效方法，近年来已经成为热门研究领域。空时分组码(STBC)的正交设计可以在接收端进行线性最大比合并解码，实现了高编码增益、大分集度和低译码复杂度。这种空时分组码在单个载波多个不同天线和时间上编码，实现了空间和时间的分集，但并没有实现频率的分集，分集度有限。本文将单载波的STBC扩展到多个载波，提出了一种时、空、频分组码(STFBC)的编码方案。这种编码在相同的码速率下，实现了比STBC更大的分集度和更高的编码增益。给出了基于这种编码方案的两种检测算法一线性合并最大似然检测(MLD)算法和线性合并解相关检测(DD)算法。仿真结果表明这种时空频分组码的编码方法和检测算法较STBC具有更好的性能。     

空时/频编码在OFDM系统中的应用

介绍了空时编码(STBC)和空频编码(SFBC)应用于OFDM系统,实现发射分集,并对基于梳状导频的LS(最小二乘)算法采用正交导频设计方案,把多天线信道估计转化为单天线信道估计,大大简化了运算。仿真结果表明,实现的空时和空频编码OFDM方案不仅误码性能良好,且具有系统实现复杂度低、接收机结构简单等优点。     

MIMO-OFDM系统关键技术空时编码的研究

分集技术在无线信道上的应用,适应了有限带宽和功率资源。基于多输入多输出(Multipe Input Multiple Output,MIMO)的多天线系统的空时编码技术(Space Time Code,STC)可以充分利用无线通信信道中的多径,提高了无线链路的质量和谱效率,从而降低误码率、提高系统的可靠性。本文在空时编码技术的基础上,基于OFDM(正交频分复用)的多载波调制技术,提出一种STBC-OFDM(空时分组码)的编码改进方案,以期更高效利用频谱资源。     

基于STBC的OFDM系统

正交频分复用 (OFDM )系统因其良好的抗选择性衰落信道特性 ,在无线通信领域越来越受到关注。为了提高其性能和容量 ,本文提出将空时分组编码(STBC)这一分集新技术引入OFDM系统的方案。文章首先阐述STBC的原理及优势 ,再结合OFDM系统的特点 ,详细分析了STBC -OFDM系统模型。     

一种基于空时分组编码的MIMO-OFDM系统接收空间分集方案

文献[1]提出了一种使用正交设计的单输入多输出正交频分复用(SIMO-OFDM)系统的空间分集接收结构,目的是为了减少接收端DFT块的数目以降低系统复杂度和减少功率消耗。由于在线性处理过程中噪声叠加的影响,造成了一定的性能损失。本文提出了一种基于空时分组编码的多输入多输出OFDM(MIMO-OFDM)系统空间分集接收方案,通过在文献[1]提出的分集结构中引入使用空时分组编码的发射分集,弥补了因减少DFT块数目而造成的性能损失。本文对使用空时分组编码后的处理过程进行了推导,并对使用空时编码前后的系统性能进行了仿真和比较。     

一种降低OFDM峰均比的编码方法

讨论了一种降低正交频分复用(OFDM)系统峰均比的分组编码方法.对于4载波OFDM系统,通过对已有QPSK调制下具有最小峰均比(PAR)的码字进行分析,表明了能使峰均比降低至少3 dB的码字所满足的相位关系,并以此为基础,研究推广了这类码字在M-PSK调制下的一种一般获取过程.对于子载波个数增大的OFDM系统,讨论了以4载波编码方法为基础降低峰均比的办法,对其进行了理论分析并给出了仿真研究.仿真结果表明文中编码方法不仅能有效降低OFDM系统的PAR,而且具有一定的纠错能力.     

Subcarrier grouping with environmental sensing for MIMO‐OFDM systems over correlated double‐selective fading channels

Multiple‐Input, Multiple‐Output (MIMO)‐orthogonal frequency division multiplexing (OFDM) is a promising technique in 5G wireless communications. In high‐mobility scenarios, the transmission environments are time‐varying and/or the relative moving velocity between the transmitter and receiver is also time‐varying. In the literature, most of previous works mainly focused on fixed subcarrier group size and precoded the MIMO signals with unitary channel state information. In this way, the subcarrier grouping may naturally lead to big loss of channel capacity in high‐mobility scenarios because of the channel state information difference on the subcarriers in each group. To employ the MIMO‐OFDM technique, adaptive subcarrier grouping scheme may be an efficient way. In this paper, we first consider MIMO‐OFDM systems over double‐selective i.i.d. Rayleigh channels and investigate the quantitative relation between subcarrier group size and capacity loss theoretically. With developed theoretical results, we also propose an adaptive subcarrier grouping scheme to satisfy the preset capacity loss threshold by adjusting grouping size with the sensed environmental information and mobile velocity. Theoretical analysis and simulation results show that to achieve a better system capacity, a sparse scattering, lower signal‐to‐noise ratio, and lower velocity as well as properly large antenna number are matched with larger subcarrier group size. One important observation is that if the antenna number is too large and higher than a threshold, which will not bring any additional gain to the subcarrier grouping. That is, the system capacity loss will converge to a lower bound expeditiously with respect to antenna number, which is given in theory also. Copyright © 2016 John Wiley & Sons, Ltd.     

Multidimensional Subcarrier Mapping for Bit-Interleaved Coded OFDM With Iterative Decoding

A power and bandwidth-efficient bit-interleaved coded modulation (BICM) with orthogonal frequency-division multiplexing (OFDM) and iterative decoding (BI-COFDM-ID) using combined multidimensional mapping and subcarrier grouping is proposed for broadband transmission in a frequency-selective fading environment. A tight bound on the asymptotic error performance is developed, which shows that subcarrier mapping and grouping have independent impacts on the overall error performance, and hence, they can be independently optimized. Specifically, it is demonstrated that the optimal subcarrier mapping is similar to the optimal multidimensional mapping for bit-interleaved coded modulation with iterative decoding (BICM-ID) in frequency-flat Rayleigh fading environment, whereas the optimal subcarrier grouping is the same with that of OFDM with linear constellation preceding (LCP). Furthermore, analytical and simulation results show that the proposed system with the combined optimal subcarrier mapping and grouping can achieve the full channel diversity without using LCP and provide significant coding gains as compared to the previously studied BI-COFDM-ID with the same power, bandwidth, and receiver complexity.     

空时Turbo网格码的MIMO-OFDM系统性能研究

分析了OFDM基本原理并构建了MIMO-OFDM系统的模型,接着阐述了空时编码技术在OFDM中的应用,提出了在OFDM系统中采用空时Turbo网格编码的方案,详细分析了ST Turbo TC编码器和译码器原理,最后对系统进行了仿真,并分析了仿真结果。系统仿真结果表明采用Turbo网格编码的系统性能优于采用一般空时编码的MIMO-OFDM系统。     

Block‐wise Alamouti schemes for OQAM‐OFDM systems with complex orthogonality

Offset quadrature amplitude modulation‐based orthogonal frequency division multiplexing (OFDM) systems cannot be directly combined with the Alamouti code because of the intrinsic imaginary interference. In this paper, we propose a block‐wise space‐frequency block coding (SFBC) scheme and a block‐wise space‐time block coding (STBC) scheme for offset quadrature amplitude modulation‐based OFDM systems, which achieve bit error rate performances that are close to OFDM systems. The proposed schemes satisfy the orthogonality condition of the Alamouti code in the complex field with guard band/intervals. To improve the spectral efficiency of the block‐wise SFBC scheme, we also consider the case without the guard band. It is observed that only the two innermost subcarriers do not satisfy the complex orthogonality condition when the guard band is removed. Then, a simple equalization scheme is proposed to independently equalize the two innermost subcarriers. Simulation results show that the block‐wise SFBC scheme works well under channels with mild‐to‐moderate frequency selectivity, and the block‐wise (STBC ) scheme suffers less than 1 dB loss under severe frequency selective channels at the bit error rate of 10 ^− 3, when only a simple one tap zero‐forcing equalizer is employed. Copyright © 2016 John Wiley & Sons, Ltd.     

MIMO系统中的分组全分集全码率空时编码

针对未编码的多输入多输出（MIMO，Multi—Input Multi—Output）系统，提出一种复杂度适中的分组全分集全码率（GFDFR，Group—wise Full Diversity Full Rate）空时编码方案。该方案通过在发送端进行天线分组，各组独立编码，减小全分集全码率（FDFR，Full Diversity Full Rate）编码块的大小从而降低系统编解码复杂度；在频率选择性信道中，进一步对子载波分组进行独立编码，获得频率分集（或多径分集），以适中的复杂度在不降低系统分集度的情况下保证了信息的全码率传输，是一种在MIMO信道中极具实用价值的空时编码方案。     

发送功率最小化自适应MIMO—OFDM系统研究

将自适应比特功率分配技术与空间分集技术结合起来,提出了一种与空时编码结合的固定速率自适应正交频分复用(OFDM)方案。该算法在保证给定的误比特率和信息速率的情况下,使总发送功率最小化。仿真结果表明,该算法在相同误比特率的情况下比不采用自适应技术的MIMO-OFDM系统节省了发送功率。     

Block Diagonal Differential Space–Time–Frequency Codes for Four Transmit Antennas

For Multiple Input Multiple Output-Orthogonal Frequency Division Multiplexing (MIMO-OFDM) system with four transmit antennas, this paper presents a novel block diagonal differential space–time–frequency (DSTF) coded scheme with full diversity and rate one. It overcomes the rate loss of the traditional differential orthogonal space–time–frequency coded scheme for four transmit antennas. The coding and decoding method are described in detail. After analyzing the system error performance, this paper provides two measures to improve the system error performance. One measure is to design good codes which achieve large coding gain. Thus, linear constellation decimation (LCD) codes are imported. The optimal decimation factors are given in the Table 1 under different design parameters. Another measure is to select a good subcarrier grouping method. A grouping method is proposed that all groups have the same subcarrier spacing. By the derived rule of evaluating subcarrier grouping, the optimal subcarrier spacing is obtained by computer search under different channels. Simulation results are presented to illustrate the performance of block diagonal DSTF codes and the proposed subcarrier grouping method.

GLCP OFDM systems with I/Q imbalance

In this work, a grouped linear constellation precoded orthogonal frequency-division multiplexing (GLCP OFDM) system, with the transceiver in-phase/quadrature (I/Q) imbalance operating over frequency-selective fading channels are studied. A new subcarrier grouping scheme in such a system is proposed. Through analysis and simulations, we demonstrate that with the proposed scheme, low-complexity solutions can be developed to mitigate I/Q imbalance, and provide a performance comparable to (or better than) the optimal subcarrier grouping scheme with no I/Q imbalance.     

多天线对角空频编码传输

将平坦衰落信道的对角代数空时码(DAST)推广到频率选择性衰落信道,提出了对角空频分组码(DSF).基于多输入多输出天线和正交频分复用(OFDM),DSF码将满秩的旋转信号星座和子载波分组结合起来,以对角发送方式(每时刻只有一个天线发射)发射旋转信息符号向量的每个分量.成对错误概率分析表明:在频率选择性信道中,通过选择最佳的旋转矩阵,这种DSF-OFDM系统能实现满分集增益和最大的编码增益.系统采用了球型解码器对DSF码实施最大似然解码,它的解码复杂性是中等的,并且,解码算法的复杂性与信号星座的维数无关.此外,和先前所提出的一些方法相比,提出的空频码还具有频谱效率高(1symbol/s/Hz)的性能特点.