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ENERGY LOSSES IN NORMAL COLLISION OF 'RIGID' BODIES

机译:“刚性”尸体正常碰撞中的能量损失

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For low to moderate speed collisions between elastic-plastic bodies, internal energy gained from work done by the contact force during compression is partially trapped in elastic waves, work done in plastic deformation and work done to overcome friction during sliding. These sources of kinetic energy loss in collisions depend on relative velocity at the contact point, material properties, inertia properties related to the impact configuration and geometric constraints on the deformation field. Hunter [1] showed that the energy losses due to elastic waves emanating from an impact point on a three-dimensional solid are less than 10% of the initial kinetic energy of normal relative motion. Using a similar method of analysis, present analysis indicates that in contrast, the energy loss due to elastic waves in a two-dimensional field (plane strain) is of the order of 40% if the colliding bodies are very dissimilar in size. If the colliding bodies are nearly equal in size, the energy loss to elastic waves is again negligibly small. Thus for similar bodies and impact conditions, the two-dimensional deformation fields (plane strain) dissipate substantially more energy than three-dimensional fields - the differences are due to elastic waves and plastic deformation. The results explain some anomalies present in two-dimensional finite element simulations of three-dimensional impact problems.
机译:对于低到弹塑性体之间中等速度的碰撞,从压缩期间由接触力进行工作获得的内部能量被部分地捕获在弹性波中,塑性变形和进行滑动时,以克服摩擦工作要做的工作。在碰撞的动能损失的这些来源取决于在接触点处的相对速度,材料特性,与冲击结构和几何约束在变形场惯性特性。亨特[1]表明,能量损失由于从冲击点上的三维固体发出弹性波是正常的相对运动的初始动能的小于10%。使用类似的分析方法,本分析表明,与此相反,能量损失由于在二维场(平面应变)弹性波为40%的数量级,如果碰撞体在尺寸上非常不同。如果碰撞体的大小几乎相等,能量损失的弹性波又是可以忽略不计。因此,对于类似的机构和冲击条件下,二维变形场(平面应变)消散基本上更多的能量比三维字段 - 的差异是由于弹性波和塑性变形。结果说明存在于的三维冲击问题二维有限元模拟一些异常。

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