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Uncertainty quantification of machining simulations using an in situ emulator

机译:使用原位仿真器的加工模拟的不确定性量化

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Understanding the uncertainty in simulation outputs is important for careful decision-making regarding a machining process. However, Monte Carlo-based methods cannot be used for evaluating the uncertainty when the simulations are computationally expensive. An alternative approach is to build an easy-to-evaluate emulator to approximate the computer model and run the Monte Carlo simulations on the emulator. Although this approach is very promising, it becomes inefficient when the computer model is highly nonlinear and the region of interest is large. Most machining simulations are of this kind because the output is affected by several quantitative factors-such as the workpiece material properties, cutting tool parameters, and process parameters whose effects can change depending on other qualitative factors such as the type of materials, tool designs, and tool paths. Because the number of levels of the qualitative factors can range from tens to thousands, building an accurate emulator is not an easy task. This article proposes a new approach, called an in situ emulator, to overcome this problem. The idea is to build an emulator for the user-specified levels of the qualitative factors and inside the local region defined by the input uncertainty distribution of the quantitative factors. Efficient experimental design and statistical modeling techniques are used for constructing the in situ emulator. The approach is illustrated using the simulations of two solid end milling processes.
机译:了解仿真输出中的不确定性对于关于加工过程的仔细决策非常重要。然而,基于蒙特卡罗的方法不能用于评估模拟计算昂贵的不确定性。另一种方法是建立一个易于评估的仿真器,以近似计算机模型,并在仿真器上运行蒙特卡罗模拟。虽然这种方法非常有前途,但当计算机模型高度非线性时,它变得效率低下,而感兴趣的区域大。大多数加工模拟是这种,因为输出受若干定量因素的影响 - 例如工件材料性能,切削刀具参数和工艺参数,其效果可以根据其他定性因素(如材料类型,工具设计)改变和工具路径。由于定性因素的水平的数量可以从数度到数千次,建立准确的仿真器不是一件容易的任务。本文提出了一种新的方法,称为原位模拟器,以克服这个问题。该想法是为用户指定的质量因子和由数量因子的输入不确定性分布定义的本地区域内构建仿真器。高效的实验设计和统计建模技术用于构建原位仿真器。使用两个固体端铣过程的模拟来说明该方法。

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