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Location of anemometer along Lanzhou-Xinjiang railway 被引量:3
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作者 高广军 张洁 熊小慧 《Journal of Central South University》 SCIE EI CAS 2014年第9期3698-3704,共7页
Using structured mesh to discretize the calculation region, the wind velocity and pressure distribution in front of the wind barrier under different embankment heights are investigated based on the Detached Eddy Simul... Using structured mesh to discretize the calculation region, the wind velocity and pressure distribution in front of the wind barrier under different embankment heights are investigated based on the Detached Eddy Simulation(DES) with standard SpalartAllmaras(SA) model. The Reynolds number is 4.0×105 in this calculation. The region is three-dimensional. Since the wind barrier and trains are almost invariable cross-sections, only 25 m along the track is modeled. The height of embankment ranges from 1 m to 5 m and the wind barrier is 3 m high. The results show that the wind speed changes obviously before the wind barrier on the horizontal plane, which is 4.5 m high above the track. The speed of wind reduces gradually while approaching the wind barrier. It reaches the minimum value at a distance about 5 m before the wind barrier, and increases dramatically afterwards. The speed of wind at this location is linear with the speed of far field. The train aerodynamic coefficients decrease sharply with the increment of the embankment height. And they take up the monotonicity. Meanwhile, when the height increases from 3 m to 5 m, they just change slightly. It is concluded that the optimum anemometer location is nearly 5 m in front of the wind barrier. 展开更多
关键词 anemometer location wind barrier detached eddy simulation wind speed distribution
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做平面运动滚子从动件盘形凸轮机构的泛类尺寸综合问题 被引量:4
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作者 林梦杰 李延平 常勇 《中国机械工程》 EI CAS CSCD 北大核心 2019年第6期679-683,共5页
以滚子中心C(u,v)为牵引变量,系统分析讨论了整程区域套Γ~*(x,y)/边界■Γ~*(x,y)的性态多样性。通过引入简约遍历区域Σ_([2])和Σ_([0])的概念和离散-网格化处理方法,提出了并解区域Ω_([2/0]*)(u,v)/Γ_([2/0]*)(x,y)的概念和求解... 以滚子中心C(u,v)为牵引变量,系统分析讨论了整程区域套Γ~*(x,y)/边界■Γ~*(x,y)的性态多样性。通过引入简约遍历区域Σ_([2])和Σ_([0])的概念和离散-网格化处理方法,提出了并解区域Ω_([2/0]*)(u,v)/Γ_([2/0]*)(x,y)的概念和求解方法。构造坐标系Ouvr_(0min)^(**),生成了三维曲面S^(**),提取了性态特征——谷脊线J^(**)和谷底点P^(**),揭示出最紧凑机构尺寸解的存在性并给出求解方法,解决了做平面运动滚子从动件盘形凸轮机构的泛类尺寸综合问题。 展开更多
关键词 泛类尺寸综合 整程区域套/边界 简约遍历区域 离散-网格化 并解区域 最紧凑尺寸解
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