In this paper, we investigate the problem of downlink precoding for the narrowband massive multi-user multiple-input multiple-output (MU-MIMO) system with low-resolution digital-to-analog converters (DACs). We introduce a low-complexity precoding scheme based on the alternating direction method of multipliers (ADMM) framework in this work. An efficient gradient descent (GD) algorithm with adaptive step-size determination mechanism (ASGD) is proposed to alleviate the computational complexity bottleneck of the inherent matrix inversion. Numerical results demonstrate that the ASGD precoder achieves an attractive trade-off between the performance and computational complexity compared with other counterparts.
The preparation of uniform large‐area highly crystalline organic semiconductor thin films that show outstanding carrier mobilities remains a challenge in the field of organic electronics, including organic field‐effect transistors. Quantitative control over the drying speed during dip‐coating permits optimization of the organic semiconductor film formation, although the kinetics of crystallization at the air–solution–substrate contact line are still not well understood. Here, we report the facile one‐step growth of self‐aligning, highly crystalline soluble acene crystal arrays that exhibit excellent field‐effect mobilities (up to 1.5 cm V?1 s?1) via an optimized dip‐coating process. We discover that optimized acene crystals grew at a particular substrate lifting‐rate in the presence of low boiling point solvents, such as dichloromethane (b.p. of 40.0 °C) or chloroform (b.p. of 60.4 °C). Variable‐temperature dip‐coating experiments using various solvents and lift rates are performed to elucidate the crystallization behavior. This bottom‐up study of soluble acene crystal growth during dip‐coating provides conditions under which one may obtain uniform organic semiconductor crystal arrays with high crystallinity and mobilities over large substrate areas, regardless of the substrate geometry (wafer substrates or cylinder‐shaped substrates). 相似文献
High-performance X8R dielectric materials could be sintered at 1150°C by doping calcium borosilicate (CBS) glass ceramic into
the BaTiO3-Nb2O5-ZnO system, with a dielectric constant greater than 1800 and a dielectric loss lower than 1.0%. The effects of CBS, Nb2O5, and ZnO on the dielectric properties were discussed in this article. The X8R specification was achieved with the content
of CBS ≥ 4 wt.%, Nb2O5 ≥ 1.0 mol%, and ZnO ≤ 2.0 mol%. The sample doped with 4 wt.% CBS exhibited the highest density and lowest dielectric loss
in our experiment. A reduction in grain size was observed in the specimens with 4 and 7 wt.% CBS as compared with CBS-free
specimen, whereas the abnormal growth of rectangle-shaped grains took place in the 10 wt.% CBS-doped specimen. The Curie point
progressively moved to higher temperatures with CBS content up to 7 wt.%. However, Tc of the sample decreased slightly in the case when 10 wt.% CBS was doped. X-ray diffraction (XRD) analysis indicated that
the crystal structure of sintered ceramics changed from tetragonal to pseudocubic symmetry as increasing CBS content. 相似文献
This paper presents a generalised multicarrier direct sequence code division multiple access (MC DS-CDMA) system invoking smart antennas for improving the achievable performance in the downlink. In this contribution, the MC DS-CDMA transmitter employs an antenna array (AA) and steered space-time spreading (SSTS). Furthermore, the proposed system employs both time and frequency (TF) domain spreading for extending the capacity of the system, which is combined with a user-grouping technique for reducing the effects of multi-user interference (MUI). Moreover, to eliminate the high- complexity multiple input multiple output (MIMO) channel estimation required for coherent detection, we also propose a Differential SSTS (DSSTS) scheme. More explicitly, for coherent SSTS detection MVNr number of channel estimates have to be generated, where M is the number of transmit AAs, V is the number of subcarriers and Nr is the number of receive antennas. This is a challenging task, which renders the low-complexity DSSTS scheme attractive. 相似文献