In the framework of metal forming, which involves high speed loads, the determination of the friction law is one of the most essential topics. Especially for Finite-element simulation the development of innovative local friction laws improves the quality of the numerical results. One of the most critical point reside in the accuracy of the identification of the governing friction law parameters. A new experimental test is based on conical extrusion. The idea is to launch a cylindrical projectile into a target provided with a conical bore prolonged with a cylindrical one. The projectile is stopped by friction forces occurring at the interface between those materials. After impact the length of extrusion is taken into account for friction law identification. The experimental set-up used is a ballistic gas-gun device capable to launch the projectile, in vacuum conditions, up to 300 m/s. The experiment is simulated by a numerical model using ABAQUS Explicit finite-element code. This code allows the implementation of various user friction laws through a FORTRAN subroutine. In order to obtain accurate results, the viscoplastic constitutive law used for both materials (projectile and target) was previously experimentally identified. The friction law identification uses a combined Monte-Carlo and Levenberg-Marquardt algorithm which provides a very precisely set of parameters law. The test presented in this paper involves two metallic materials: steel 42CrMo4 for the target and aluminum 2017 for the projectile. The friction law for the pair of materials used was validated using experimental test at different speeds of impact (149 up to 235 m/s) and the results are quite good proving a good identification of the friction law parameters.
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机译:在涉及高速载荷的金属成型框架中,确定摩擦定律是最重要的主题之一。特别是对于有限元模拟,创新的局部摩擦定律的发展提高了数值结果的质量。最关键的问题之一在于控制摩擦定律参数的准确性。一种新的实验测试是基于锥形挤压的。这个想法是将圆柱形弹丸发射到带有锥形孔的目标中,锥形孔延长了一个圆柱形孔。弹丸被在这些材料之间的界面处产生的摩擦力阻止。碰撞后,为了确定摩擦定律,应考虑挤压的长度。所使用的实验装置是一种弹道气枪装置,能够在真空条件下以高达300 m / s的速度发射弹丸。使用ABAQUS Explicit有限元代码通过数值模型对实验进行仿真。该代码允许通过FORTRAN子例程实现各种用户摩擦定律。为了获得准确的结果,事先通过实验确定了用于两种材料(弹丸和靶材)的粘塑性本构定律。摩擦定律的识别使用组合的蒙特卡洛和Levenberg-Marquardt算法,该算法可提供一组非常精确的参数定律。本文介绍的测试涉及两种金属材料:靶材为42CrMo4钢,弹丸为铝2017。在不同的冲击速度(149到235 m / s)下,通过实验测试验证了所用材料对的摩擦定律,其结果相当不错,证明了对摩擦定律参数的良好识别。
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