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Sensitivity analysis of the input parameters of a physical based ductile failure model of Ti-6A1-4V for the prediction of surface integrity

机译:TI-6A1-4V基于物理延性模型的输入参数的敏感性分析,用于预测表面完整性

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In machining of Ti-6A1-4V,it is commonly reported the appearance of segmented chip produced by adiabatic shearing(at high cutting speeds)and lack of ductility(at low cutting speeds).Moreover,machining is a manufacturing process that is based on applying external energy to the workpiece to produce a separation of a material layer.Thus,to analyze the physics involved in the new surface generation and in the chip segmentation process,it is necessary to apply ductile failure models.However,the characterization of fracture models in machining conditions(temperature,strain rate,stress triaxiality,Lode angle etc.)is an arduous task.Therefore,to define a ductile failure model applicable to machining it is almost inevitable to apply inverse simulations strategies to obtain reliable results in the not tested conditions.Nevertheless,there is few information about the influence of the input parameters of ductile failure model in fundamental outputs and even less in surface integrity aspects.The aim of this research was to conduct a sensitivity analysis of the influence of the input parameters of a physical based ductile failure model not only in fundamental variables(forces,temperatures and chip morphology)but also on surface integrity(surface drag).To this end,a subroutine was developed for the ductile failure model and it was implemented in the Finite Element Method(FEM)software AdvantEdge.Subsequently,using a statistical software and the Design of Experiments(DOE)technique the influence of the input parameters of the failure model on the outputs was analyzed.
机译:在加工Ti-6A1-4V时,通常报道通过绝热剪切(在高切削速度)产生的分段芯片的外观,缺乏延展性(以低切削速度).More,加工是一种基于的制造过程将外部能量施加到工件以产生材料层的分离。这是分析新表面生成和芯片分割过程中涉及的物理学,有必要施加延性故障模型。然而,骨折模型的表征在加工条件(温度,应变速率,应力三轴性,典型角度等)是一种艰巨的任务。因此,为了定义适用于加工的延展性故障模型几乎不可避免地应用逆模拟策略,以获得未经测试的可靠结果条件。无论如何,有关延展性故障模型的输入参数在基波输出中的影响甚至甚至在表面完整性方面的影响很少。AI该研究的M不仅在基本变量(力,温度和芯片形态)上的影响,对物理基延性模型的输入参数的影响的灵敏度分析也是对表面完整性(表面拖动)的影响分析。至此,为延展性故障模型开发了一个子程序,并以有限元方法(FEM)软件研发。使用统计软件和实验设计(DOE)技术的影响失败模型的输入参数的影响在输出上进行了分析。

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