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An experimental investigation on hole exit geometric error in orbital drilling process

机译:轨道钻孔过程中孔出口几何误差的实验研究

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As an alternative to conventional drilling, orbital drilling has been applied to drilling difficult-to-machine materials, while unfavorable geometric error usually occurs at hole exit in orbital drilling of small-diameter holes. This drawback has prevented the wide application of this novelty process for drilling small-diameter holes. In order to minimize the geometric error in orbital drilling, this paper experimentally studied the geometric error by Taguchi and response surface methodologies. The formation mechanism of the geometric error was firstly revealed theoretically. Moreover, the influence of process parameters (tool slenderness index, spindle speed, tangential feed per tooth and axial feed per tooth) on the geometric error in orbital drilling of aluminum alloy was investigated by Taguchi methodology. The ANOVA analysis led to the following optimal combination of drilling parameters: tool slenderness index (50), spindle speed (8000 rpm), tangential feed per tooth (120 μm/rev) and axial feed per tooth (3 μm/rev). In addition, a second-order response model for the geometric error with respect to the drilling parameters was developed by the response surface methodology. Conformation tests were conducted and the results showed that the established model can be used for prediction of the hole exit geometric error in orbital drilling process.
机译:作为常规钻孔的替代方法,轨道钻孔已应用于对难加工的材料进行钻孔,而在小直径孔的轨道钻孔中,通常在孔出口处会出现不利的几何误差。该缺点阻止了这种新颖方法在小直径孔的钻孔中的广泛应用。为了使轨道钻进中的几何误差最小,本文通过田口和响应面方法对几何误差进行了实验研究。首先从理论上揭示了几何误差的形成机理。此外,采用Taguchi方法研究了工艺参数(刀具细长指数,主轴转速,每齿切向进给量和每齿轴向进给量)对铝合金轨道钻孔几何误差的影响。 ANOVA分析得出以下钻削参数的最佳组合:刀具细长指数(50),主轴转速(8000 rpm),每齿切向进给(120μm/ rev)和每齿轴向进给(3μm/ rev)。此外,通过响应面方法建立了关于钻井参数几何误差的二阶响应模型。进行了构形试验,结果表明所建立的模型可用于预测轨道钻井过程中孔出口几何误差。

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