483 Papers
1.5K Citations
Liang Huang is an academic researcher from Huazhong University of Science and Technology. The author has contributed to research in topics: Medicine & Chemistry. The author has an hindex of 58, co-authored 375 publications. Previous affiliations of Liang Huang include Georgia Institute of Technology & Chinese Academy of Sciences.
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Papers
Enhancing Transport Efficiency by Hybrid Routing Strategy
TL;DR: The accumulate rate of packets is introduced to measure the performance of traffic system in the congested phase, and the so-called equivalent generation rate of packet is proposed to analyze the jamming processes.
Distinctive Construction of Chitin-Derived Hierarchically Porous Carbon Microspheres/Polyaniline for High-Rate Supercapacitors.
TL;DR: This work introduced a distinctive and green method to fabricate hierarchically porous carbon materials, having considerable application prospect for energy storage.
Onset of chaotic phase synchronization in complex networks of coupled heterogeneous oscillators.
TL;DR: A heuristic analysis and an efficient numerical procedure are developed to detect the onset of phase synchronization, revealing that chaotic phase synchronization can be facilitated by making the network more densely connected.
Observation of the decay ψ(2S)→K∗(892)K¯+c.c.
M. Ablikim,J. Z. Bai,Y. Ban,J. G. Bian,XZ（蔡翔舟） Cai,J. F. Chang,H. F. Chen,H. S. Chen,Huirun Chen,J. C. Chen,Jin Chen,Jun Chen,M. L. Chen,Y. B. Chen,S. P. Chi,Y. P. Chu,Xingzhu Cui,H. L. Dai,Y. S. Dai,Z. Y. Deng,L. Y. Dong,S. X. Du,Z. Z. Du,J. Fang,S. S. Fang,C. D. Fu,H. Y. Fu,C. S. Gao,Y. N. Gao,M. Y. Gong,W. X. Gong,S. D. Gu,Y. N. Guo,Y. Q. Guo,Z.J. Guo,F. A. Harris,K. L. He,M. He,X. H. He,Y. K. Heng,H. M. Hu,T. Hu,G. S. Huang,Liang Huang,Xiru Huang,X. B. Ji,Qingying Jia,Chun-Hua Jiang,X. S. Jiang,D. P. Jin,S. Jin,Y. Jin,Y. F. Lai,F. Li,G. Li,Hangxu Li,J. C. Li,Jiemin Li,Q. J. Li,R. B. Li,R. Y. Li,S. M. Li,W. G. Li,X.L. Li,X. Q. Li,Xintong Li,Y. F. Liang,H.B. Liao,C. X. Liu,F. Liu,Fang Liu,H. M. Liu,J. B. Liu,J. P. Liu,R. G. Liu,Z. A. Liu,Z. X. Liu,F. Lu,G. R. Lu,J. G. Lu,C. L. Luo,X. L. Luo,F. C. Ma,Jun-Bing Ma,L. L. Ma,Q. M. Ma,X. Y. Ma,Z. P. Mao,X. H. Mo,J. Nie,Z. D. Nie,S.L. Olsen,Haiping Peng,N. D. Qi,C. D. Qian,H. Qin,J. F. Qiu,Z. Y. Ren,G. Rong,Lianyou Shan,Shang Lunlin,D. L. Shen,X. Y. Shen,H. Y. Sheng,Feng Shi,X. Shi,H. S. Sun,S.S. Sun,Y. Z. Sun,Z. J. Sun,X. Tang,Nongjian Tao,Yang Tian,G. L. Tong,G. S. Varner,D. Y. Wang,J. Z. Wang,Kelin Wang,L. S. Wang,L. S. Wang,M. Z. Wang,P. Wang,P. L. Wang,S. Z. Wang,W. F. Wang,Yudan Wang,Zhe Wang,Zujian Wang,Zheng Wang,Z. Y. Wang,Cunfeng Wei,D. H. Wei,N. Wu,Y. M. Wu,X. M. Xia,X. X. Xie,Bo Xin,G. F. Xu,H.S. Xu,Y. C. Xu,S. T. Xue,M. L. Yan,Fan Yang,H. X. Yang,Jiming Yang,S. D. Yang,Y. X. Yang,M. H. Ye,M. H. Ye,Y. X. Ye,L. H. Yi,Z. Y. Yi,C. S. Yu,G. W. Yu,C. Z. Yuan,J. M. Yuan,Y. Yuan,Q. Yue,S. L. Zang,Yu Zeng,Y. Zeng,B. X. Zhang,B. Y. Zhang,C. C. Zhang,D. H. Zhang,H. Y. Zhang,J. Y. Zhang,Juan Zhang,J. W. Zhang,Lei Zhang,Qiyang Zhang,S. Q. Zhang,Xunchao Zhang,X. Y. Zhang,Y. J. Zhang,Y. Y. Zhang,Yiyun Zhang,Z. P. Zhang,Z.Q. Zhang,D. X. Zhao,J. B. Zhao,J. W. Zhao,M. G. Zhao,P. P. Zhao,W. R. Zhao,X. J. Zhao,Y. B. Zhao,Z. G. Zhao,H.Q. Zheng,Jinxing Zheng,L. S. Zheng,Z. P. Zheng,X. C. Zhong,Bing Zhou,Guangzhao Zhou,L. P. Zhou,Ning Zhou,K. J. Zhu,Q. M. Zhu,Y. C. Zhu,Y. S. Zhu,Yingchun Zhu,Z. A. Zhu,B. A. Zhuang,B.S. Zou +204 more
TL;DR: In this paper, the authors used 14 million ψ ( 2 S ) events collected with the BESII detector, and determined that branching fractions of ψ 2 S → K ∗ ( 892 ) + K − + c.c.
Influence of the gravitational radius on asymptotic behavior of the relativistic Sitnikov problem.
Juan D. Bernal,Jesús M. Seoane,J. C. Vallejo,J. C. Vallejo,Liang Huang,Miguel A. F. Sanjuán,Miguel A. F. Sanjuán +6 more
TL;DR: Two relevant issues on the influence of the gravitational radius in the context of chaotic scattering phenomena are added: first, a metamorphosis of the KAM islands for which the escape regions change insofar as λ increases, and there are two inflection points in the unpredictability of the final state of the system when λ≃0.02 and λ=0.028.