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循环性能改善的F-Mg共改性LiNi_(0.6)Co_(0.2)Mn_(0.2-y)Mg_yO_(2-z)F_z锂离子电池材料(英文) 被引量:5
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作者 陈启超 闫冠杰 +4 位作者 罗利明 陈飞 谢堂锋 戴世灿 袁明亮 《Transactions of Nonferrous Metals Society of China》 SCIE EI CAS CSCD 2018年第7期1398-1404,共7页
结合共沉淀法和球磨辅助下的高温固相法,合成层状氧化物正极材料Li[Ni_(0.6)Co_(0.2)Mn_(0.2-y)Mg_y]O_(2-z)F_z(0≤y≤0.12,0≤z≤0.08),探究F-Mg掺杂对LiNi_(0.6)Co_(0.2)Mn_(0.2)O_2材料的影响。与以往的研究相比,这种掺杂处理在首... 结合共沉淀法和球磨辅助下的高温固相法,合成层状氧化物正极材料Li[Ni_(0.6)Co_(0.2)Mn_(0.2-y)Mg_y]O_(2-z)F_z(0≤y≤0.12,0≤z≤0.08),探究F-Mg掺杂对LiNi_(0.6)Co_(0.2)Mn_(0.2)O_2材料的影响。与以往的研究相比,这种掺杂处理在首次库仑效率和循环性能方面的电化学性能得到实质改善。在充放电倍率为0.2C和电压范围为2.8~4.4 V的条件下,Li[Ni_(0.6)Co_(0.2)Mn_(0.11)Mg_(0.09)]O_(1.96)F_(0.04)的首次放电比容量和库伦效率分别为189.7 m A·h/g和98.6%,100次循环后容量保持率为96.3%。电化学阻抗谱(EIS)结果表明,Mg-F掺杂降低了电荷转移电阻,从而提高了反应动力学,这是材料具有更高倍率性能的主要原因。由于Li[Ni_(0.6)Co_(0.2)Mn_(0.11)Mg_(0.09)]O_(1.96)F_(0.04)具有优异的电化学性能,被看作是很有前景的新型锂离子电池正极材料。 展开更多
关键词 高镍正极材料 F-Mg掺杂 高库伦效率 循环稳定性
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Temporally Consistent Depth Map Prediction Using Deep Convolutional Neural Network and Spatial-Temporal Conditional Random Field
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作者 Xu-Ran Zhao Xun Wang qi-chao chen 《Journal of Computer Science & Technology》 SCIE EI CSCD 2017年第3期443-456,共14页
Deep convolutional neural networks (DCNNs) based methods recently keep setting new records on the tasks of predicting depth maps from monocular images. When dealing with video-based applications such as 2D (2-dimen... Deep convolutional neural networks (DCNNs) based methods recently keep setting new records on the tasks of predicting depth maps from monocular images. When dealing with video-based applications such as 2D (2-dimensional) to 3D (3-dimensional) video conversion, however, these approaches tend to produce temporally inconsistent depth maps, since their CNN models are optimized over single frames. In this paper, we address this problem by introducing a novel spatial-temporal conditional random fields (CRF) model into the DCNN architecture, which is able to enforce temporal consistency between depth map estimations over consecutive video frames. In our approach, temporally consistent superpixel (TSP) is first applied to an image sequence to establish the correspondence of targets in consecutive frames. A DCNN is then used to regress the depth value of each temporal superpixel, followed by a spatial-temporal CRF layer to model the relationship of the estimated depths in both spatial and temporal domains. The parameters in both DCNN and CRF models are jointly optimized with back propagation. Experimental results show that our approach not only is able to significantly enhance the temporal consistency of estimated depth maps over existing single-frame-based approaches, but also improves the depth estimation accuracy in terms of various evaluation metrics. 展开更多
关键词 depth estimation temporal consistency convolutional neural network conditional random fields
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