使用直接积分法预测超精密飞切的波形误差

Jinchun Yuan, Jiasheng Li, Wei Wei, Ye Ding
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摘要

飞切加工广泛应用于大型高精度光学元件的制造。然而,飞切加工的不连续性会导致刀具和工件之间产生明显的相对振动。切削过程中会沿切削方向产生周期性波浪,这将恶化光学元件的波面特性。基于加工动力学,本文提出了一种直接积分法来预测加工表面的波形误差。建立了飞切的切削力模型。通过实验方法测量了主轴-刀具系统的多模式特性。然后采用基于方差的灵敏度分析方法分析了不确定因素对计算结果的影响。最后,平面切削实验验证了直接积分法能有效预测波形误差及其变化趋势,该预测方法对优化加工参数具有重要意义。
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Prediction of the waviness error in ultra-precision fly cutting using the direct integration method
Fly cutting is widely used in manufacturing of large-scale, high-precision optical components. However, the discontinuity of fly cutting machining leads to significant relative vibrations between the tool and the workpiece. The cutting process generates periodic waves along the cutting direction, which will deteriorate the wavefront characteristics of optical components. Based on the machining dynamics, this paper proposes a direct integration method to predict the waviness error of the machined surface. The cutting force model of fly cutting is established. The multi-mode characteristics of the spindle-tool system are measured by the experimental method. Then the influence of uncertainties on the calculation results is analyzed by the variance-based sensitivity analysis method. Finally, the plane cutting experiment verifies that the direct integration method effectively predicts the waviness error and its variation trend, and the prediction method is important for optimization of the machining parameters.
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