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Investigation of process parameters in orthogonal cutting using finite element approaches

机译:使用有限元方法对正交切割过程参数的研究

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摘要

The cutting force in orthogonal cutting of steel AISI 1045 was predicted by applying 2D finite element analysis (FEA) using two methods; (i) Lagrangian (LAG) and (ii) Arbitrary Lagrangian Eulerian (ALE). Johnson-Cook (J-C) models were used for defining plastic and failure properties of simulated materials. The predicted force was validated experimentally by using dynamometer. Comparison held between the simulation methods and experimental work in terms of results accuracy, reading stability, and chip morphology. Furthermore, this study adopted new modeling idea to control the excessive distortion of mesh elements along chip separation line by defining nearly zero damage criterion for these elements. The results demonstrated that LAG and ALE methods could predict the cutting force but with different accuracy, as LAG and ALE results deviated from experimental results with minimum error percentage 3.6% and 0.14% respectively. As well, ALE method showed stable force readings and continues smooth chip during simulation, while LAG method showed unstable force readings and discontinuous realistic chip.
机译:通过使用两种方法施加2D有限元分析(FEA)预测钢AISI 1045的正交切割中的切割力; (i)拉格朗日(滞后)和(ii)任意拉格朗日欧拉(ALE)。 Johnson-Cook(J-C)模型用于定义模拟材料的塑料和故障性质。通过使用测功机实验验证预测的力。在结果准确度,读取稳定性和芯片形态方面,仿真方法与实验工作之间的比较。此外,本研究采用了新的建模思想,通过定义这些元件的几乎零损伤标准来控制沿芯片分离线的多态变形。结果表明,LAG和ALE方法可以预测切割力,但具有不同的准确性,因为滞后和ALE结果偏离了从最小误差百分比的实验结果分别为3.6%和0.14%。同样,ALE方法显示出稳定的力读数并在仿真期间继续平滑芯片,而LAG方法显示出不稳定的力读数和不连续的现实芯片。

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