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On the SPH Orthogonal Cutting Simulation of A2024-T351 Alloy

机译:A2024-T351合金的SPH正交切削模拟

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Smoothed Particle Hydrodynamics (SPH) is known for its ability to simulate a natural flow of material without mesh distortion problems related to the Finite Element Method (FEM) frequently. Therefore it can be used to simulate material flow around the tooltip in machining simulations. This paper presents some results of the SPH orthogonal cutting simulations of A2024-T351 aluminium alloy compared to the experimental and FEM simulation results published by Mabrouki et al. recently. Simulations were performed with the ANSYS LS-DYNA solver. To simulate the workpiece behavior during cutting, the Johnson-Cook constitutive material model was used In this work, an influence of the Johnson-Cook failure parameters D1-D5 and SPH density on a saw-toothed chip formation was observed Chip shapes, von Mises stress, plastic strains, strain rates and cutting forces were compared to published results, confirming that the SPH method is able to predict the cutting and feed forces and the chip shape correctly. For experimental verification, a CNC machine, dry cutting, uncoated cemented carbide inserts ISO N10-20, cutting speeds in the range of 200-800 m/min, feed 0.4 mm and depth of cut 4.0 mm were used. Regarding the SPH particles density it was found that the model with smaller space among particles tended to form a highly segmented chip. However, for a good correlation with experimental results the Johnson-Cook failure parameters together with minimum required strain for failure should be set.
机译:已知平滑粒子流体动力学(SPH)以其模拟具有与有限元方法(FEM)相关的网格失真问题的材料的自然流动的能力。因此,它可用于模拟工具提示围绕加工模拟的材料流。本文介绍了A2024-T351铝合金的SPH正交切割模拟的一些结果与Mabrouki等人发表的实验和有限元素模拟结果相比。最近。用ANSYS LS-DYNA求解器进行模拟。为了模拟切割过程中的工件行为,在这项工作中使用了Johnson-Cook组成材料模型,观察了Johnson-Cook失效参数D1-D5和SPH密度对锯齿芯片形成的影响,芯片形状,vonmees将应力,塑料株,应变速率和切割力与公布结果进行比较,确认SPH方法能够正确地预测切割和进料力和芯片形状。对于实验验证,CNC机,干切割,未涂覆的硬质合金插入ISO N10-20,切削速度在200-800米/分钟的范围内,使用进给0.4mm和切割深度4.0mm。关于SPH颗粒密度,发现颗粒之间具有较小空间的模型倾向于形成高度分段的芯片。然而,对于与实验结果的良好相关性,应设定Johnson-Cook失效参数以及最小所需的故障应变。

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