刀具环境与工作空间的耦合CFD模型,用于确定机床铣削射流冷却过程中的对流换热

Steffen Brier , Alexander Geist , Janine Glänzel , Christian Naumann , Joachim Regel , Martin Dix , Steffen Ihlenfeldt
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引用次数: 0

摘要

负责任地使用资源是工业产品制造的重要组成部分。这包括经济地使用冷却润滑剂,并要求对冷却机制及其对机床精度的影响以及热误差有精确的了解。在单个模型中,工具附近和整个工作空间的动态冷却剂流动的时间和空间分辨率将需要大量的模拟时间。因此,开发了一个复合模型,该模型由近工具模型和更大的周围工作空间模型组成。所需的静态刀具附近冷却润滑剂分布通过数据离散方法获得,该方法来自单独的静态模拟,该模拟解决了由刀具旋转产生的冷却润滑剂的湍流。将确定的冷却剂分布集成到CFD近工具模型(简化了工具几何形状)中,该模型与周围的CFD工作空间模型相结合。因此,工作空间模型能够识别冷却剂润湿对机器表面温度的影响,并最终使用热弹性有限元模拟来确定所产生的热误差。这种方法允许复合模型以较少的模拟工作量模拟整个工作空间,并在机器表面绘制受冷却剂影响的传热系数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Coupled CFD model of tool environment and workspace to determine the convective heat transfer in jet cooling of milling processes in machine tools
The responsible use of resources is an essential part of the manufacturing of industrial products. This includes the economical use of cooling lubricant and requires precise knowledge of the cooling mechanisms and their effect on the accuracy of the machine tool and thus the thermal error. A temporal and spatial resolution of the dynamic coolant flow near the tool and in the entire workspace in a single model would require a large simulation time. Therefore, a composite model was developed, that consists of a near-tool model and a larger surrounding workspace model. The required static near-tool cooling lubricant distribution is obtained via data discretization methods from a separate static simulation that resolves the turbulence of the cooling lubricant created by the tool rotation. The identified coolant distribution is integrated into a CFD near-tool model (with simplified tool geometry) which is coupled with a surrounding CFD workspace model. The workspace model is thus able to identify the effects of the coolant wetting on the machine surface temperature and finally, using thermo-elastic FEM simulations, on the resulting thermal error. This approach allows the composite model to simulate the entire workspace with reduced simulation effort and map the coolant-influenced heat transfer coefficients on the machine surface.
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