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Finite element simulation of impulsive drawing of square cups

机译:方杯冲量图的有限元模拟

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A FE model is developed to simulate the impulsive deep drawing of a brass square cup. In practice, the loading of the assembly is achieved by the detonation of a high explosive, under water. Direct energy transfer to the brass plate gives rise to material instability and material failure resulting in non-uniform material thickness over the formed region. To remedy this, a lead plug is incorporated to slow down the forming process by acting as a reservoir for the kinetic energy. As the deformation progresses, kinetic energy in the plug is transferred to the plate and the prolonged time scale of the operation enables the system to approach to a quasi static forming process. The temporal loading profile is diminishing, as: p(t) =P{sub}(max) exp(-t/θ)(1) where P{sub}(max) and θ are dependant constants as defined in the load definition section. The effects of the medium impedance, wave reflection and refraction are considered to be negligible in order to achieve a relatively simple modelling procedure.
机译:开发了有限元模型来模拟黄铜方杯的脉冲深冲。实际上,组件的加载是通过在水下引爆高炸药来实现的。直接能量转移到黄铜板上会导致材料不稳定和材料破坏,从而导致成形区域的材料厚度不均匀。为了解决这个问题,引入了一个铅塞,通过充当动能储存器来减慢成型过程。随着变形的进行,塞子中的动能被转移到板上,并且延长的操作时间使系统能够接近准静态成型过程。时间载荷分布正在减小,因为:p(t)= P {sub}(max)exp(-t /θ)(1)其中P {sub}(max)和θ是载荷定义中定义的因变量部分。为了实现相对简单的建模过程,介质阻抗,波反射和折射的影响被认为可以忽略不计。

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