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Considering Backward Effect in Coupled Map Car-Following Model 被引量:1
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作者 余寒梅 程荣军 葛红霞 《Communications in Theoretical Physics》 SCIE CAS CSCD 2010年第7期117-122,共6页
Based on the pioneer work of Konishi et al,a new control method is proposed to suppress the trafficcongestion in the coupled map (CM) car-following model under open boundary condition.The influence of the followingcar... Based on the pioneer work of Konishi et al,a new control method is proposed to suppress the trafficcongestion in the coupled map (CM) car-following model under open boundary condition.The influence of the followingcar to the system has been considered.Our method and that presented by Konishi et al.[Phys.Rev.E 60 (1999) 4000]are compared.Although both the methods could suppress the traffic jam,the simulation results show that the temporalbehavior obtained by ours is better than that proposed by the Konishi's et al.The simulation results are consistent withthe theoretical analysis. 展开更多
关键词 traffic flow the coupled map car-following model feedback control
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新川沙河口泵闸超大底板整体无缝设计
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作者 许朴 贲能慧 《水利技术监督》 2024年第12期184-187,251,共5页
文章以新川沙河口泵闸超大底板整体无缝设计为例,通过建立三维有限元仿真计算模型,基于不同工况条件进行闸室与泵站底板内力和施工期底板浇筑过程温度应力仿真计算,并分析了软土地基泵闸超大底板采用不分缝设计的结构合理性和施工可行... 文章以新川沙河口泵闸超大底板整体无缝设计为例,通过建立三维有限元仿真计算模型,基于不同工况条件进行闸室与泵站底板内力和施工期底板浇筑过程温度应力仿真计算,并分析了软土地基泵闸超大底板采用不分缝设计的结构合理性和施工可行性。研究成果为类似泵闸工程超大底板设计与施工提供一定的借鉴与参考。 展开更多
关键词 泵闸 超大底板 无缝设计 内力仿真 温度应力 新川沙河口
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Theoretical and simulation research of hydrodynamic instabilities in inertial-confinement fusion implosions 被引量:7
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作者 LiFeng Wang WenHua Ye +14 位作者 XianTu He JunFeng Wu ZhengFeng Fan Chuang Xue HongYu Guo WenYong Miao YongTeng Yuan JiaQin Dong Guo Jia Jing Zhang YingJun Li Jie Liu Min Wang YongKun Ding WeiYan Zhang 《Science China(Physics,Mechanics & Astronomy)》 SCIE EI CAS CSCD 2017年第5期1-35,共35页
Inertial fusion energy (IFE) has been considered a promising, nearly inexhaustible source of sustainable carbon-free power for the world's energy future. It has long been recognized that the control of hydrodynamic... Inertial fusion energy (IFE) has been considered a promising, nearly inexhaustible source of sustainable carbon-free power for the world's energy future. It has long been recognized that the control of hydrodynamic instabilities is of critical importance for ignition and high-gain in the inertial-confinement fusion (ICF) hot-spot ignition scheme. In this mini-review, we summarize the progress of theoretical and simulation research of hydrodynamic instabilities in the ICF central hot-spot implosion in our group over the past decade. In order to obtain sufficient understanding of the growth of hydrodynamic instabilities in ICF, we first decompose the problem into different stages according to the implosion physics processes. The decomposed essential physics pro- cesses that are associated with ICF implosions, such as Rayleigh-Taylor instability (RTI), Richtmyer-Meshkov instability (RMI), Kelvin-Helmholtz instability (KHI), convergent geometry effects, as well as perturbation feed-through are reviewed. Analyti- cal models in planar, cylindrical, and spherical geometries have been established to study different physical aspects, including density-gradient, interface-coupling, geometry, and convergent effects. The influence of ablation in the presence of preheating on the RTI has been extensively studied by numerical simulations. The KHI considering the ablation effect has been discussed in detail for the first time. A series of single-mode ablative RTI experiments has been performed on the Shenguang-II laser facility. The theoretical and simulation research provides us the physical insights of linear and weakly nonlinear growths, and nonlinear evolutions of the hydrodynamic instabilities in ICF implosions, which has directly supported the research of ICF ignition target design. The ICF hot-spot ignition implosion design that uses several controlling features, based on our current understanding of hydrodynamic instabilities, to address shell implosion stability, has been briefly described, several of which are novel. 展开更多
关键词 hydrodynamic instabilities inertial-confinement fusion implosions Rayleigh-Taylor instability Richtmyer-Meshkov in-stability Kelvin-Helmholtz instability convergent geometry effects perturbation feed-through
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