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Vortex Induced Vibration and Wind Flow Around Bridge Cables

机译:Vortex诱导振动和风流桥电缆

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In the paper two models are analyzed. First model is the wind flow around the ellipse cylinder that can correspond to the cable of the suspended and cable-stayed bridge. Computations are performed for subcritical regime from the range of Re= 6.5 × 10~4 to Re= 1.4 × 10~5. In the analyzed case, the RNG k-ε method, belonging to the Reynolds-Averaged Navier-Stokes models, is used. The numerical simulations are performed for aspect ratio from the range of B/D= 0.60 to B/D= 2.2. The analyzed ellipse cylinder reflects the possible change of the cable's section due to the ice. The behavior of lift coefficient in time domain is presented. The value of lift coefficient was calculated for the purpose of the analysis in the model of vortex induced vibrations. The spectra density analysis for lift force is presented and the velocity contour around ellipse cylinder is drawn. On the basis of the calculated lift coefficient from the first model, the vortex induced vibration model is formulated in second model. In the study the dimensionless amplitudes of motion A/D for different damping parameter η_c is presented. Also the phase angle between displacement y(t) and the force F(t) is shown. The dependence of dimensionless air velocity S_tv_r and response frequency {formula} is performed. The analysis of influence of Reynolds number on dimensionless displacement amplitude and aspect ratio on the r.m.s. lift coefficient are investigated.
机译:在本文中分析了两种模型。第一模型是椭圆圆筒周围的风流,可以对应于悬挂和缆绳桥的电缆。从重新= 6.5×10〜4的范围来执行计算,从Re = 6.5×10〜4的范围进行重新= 1.4×10〜5。在分析的情况下,使用属于reynolds平均的Navier-Stokes模型的RNG K-ε方法。数值模拟从B / D = 0.60到B / D = 2.2的宽高比执行。分析的椭圆汽缸反映了由于冰块的电缆部分可能的变化。提出了升力系数在时域中的行为。为了分析涡旋诱导振动模型的目的,计算提升系数的值。提出了提升力的光谱密度分析,并绘制了椭圆滚筒周围的速度轮廓。在从第一模型的计算升力系数的基础上,涡旋诱导的振动模型在第二模型中配制。在研究中,介绍了针对不同阻尼参数η_c的不含运动A / D的运动A / D的幅度。还示出了位移y(t)和力f(t)之间的相位角。执行无量纲空气速度S_TV_R和响应频率{公式}的依赖性。 Reynolds数对R.m.S的无量纲位移幅度和纵横比的影响分析研究了升力系数。

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