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Estimation of Maximum Compressive Load for Circular Tubes under Axial Impact

机译:轴向冲击下圆管的最大压缩载荷估算

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The influence of impact velocity on the crushing behaviour of cylindrical shells subjected to an axial impact was investigated using a finite element analysis. The effects of the material properties, tube geometries and impact velocity V_0 on the initial peak stress or, are explored.In this study, the applied material is assumed to be insensitive to the strain rate, and the effect of impact velocity is discussed as an inertia effect. It is shown that the initial peak stress σ_1 during dynamic loading increases with increase of the impact velocity V_0, which is due to the fact that the displacement in radial direction is delayed as the velocity V_0 increases. Also, based on our numerical simulations, the peak stress σ_1 can be regarded as a function of the ratio of tube thickness to radius t/R, hardening modulus to Young's modulus E_h/E and impact velocity to elastic stress wave speed V_0/c. Moreover, an approximate equation to evaluate the peak stress is proposed and in good agreement with the FEM results and other researcher' s results under a relatively low impact velocity (V_0<40 m/s).
机译:使用有限元分析研究了冲击速度对圆柱壳在轴向冲击下的破碎行为的影响。探索了材料特性,管几何形状和冲击速度V_0对初始峰值应力或的影响。在这项研究中,假定所施加的材料对应变率不敏感,并且将冲击速度的影响作为惯性效应。可以看出,在动态载荷过程中,初始峰值应力σ_1随冲击速度V_0的增加而增加,这是由于随着速度V_0的增加,径向位移被延迟了。同样,基于我们的数值模拟,可以将峰值应力σ_1看作是管厚度与半径t / R,硬化模量与杨氏模量E_h / E以及冲击速度与弹性应力波速V_0 / c之比的函数。此外,提出了一个评估峰值应力的近似方程,并与在相对较低的冲击速度(V_0 <40 m / s)下的有限元分析结果和其他研究人员的结果吻合。

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