针对微纳米级功能V槽微细加工及评价困难的问题,采用单点金刚石切削方法在超精密机床上对光学玻璃进行了V槽的微纳尺度加工,且利用非接触激光检测技术展现了V槽的加工形貌.依靠单晶金刚石的锋锐刃角在光学玻璃上进行V槽的微纳尺度切削试验,利用3D激光超精密检测仪器检测加工的V切痕,构建了微V槽切痕的形貌图,并建立了V槽形状误差PV值和V槽尖角圆弧半径的评价模式.最后,分析了微纳尺度加工中切除深度与V槽角度的形成机理以及切削深度对V槽形状误差及其尖角圆弧半径的作用机制.结果表明,在亚微米级尺度加工中存在一个脆/塑性域切除加工状态转变的临界切削深度0.386 μm.在切削深度<0.386 μm的塑性域切削中,金刚石刀具尖角形状可以复制到工件表面,形成深度<0.386 μm、形状误差PV值约为0.103 μm的V槽.此外,由于V槽尖角圆弧半径在塑性域切削中随着切削深度减小而减小,所以切削深度需控制在V槽临界成型深度0.365 μm以下,才能形成尖角半径为0.182 μm的完整V槽.实验也表明,利用非接触激光检测的3D数据建立V槽形状误差PV值和尖角圆弧半径的参数模型,可用于V槽加工精度和微细程度的评价.%To improve the measurement and evaluation methods of a machined micro/nano scale Vshaped groove, a singlepoint diamond turning was employed to machine the Vshaped groove of optic glass in micro/nano scale, and a noncontact laser measuring technology was used to analyze the topography of machined Vshaped groove. The micro/nano scale cutting of the Vshaped groove of optic glass was conducted by using the sharp cutting edge of a single crystal diamond. Then, the machined Vshaped groove was measured by a 3D laser meter to compare its profile,and the evaluation mode of the shape error PV and tip arcradius of the Vshaped groove was established. Finally, the form principle of cutting depth and the angle of Vshaped groove were analyzed and the effect of submicro scale cutting depth on the shape error PV and the tip arcradius was investigated. The results show that there exists a critical cutting depth of 0.386 μm,when cutting mode is transferred from a brittle cutting to a ductile cutting in submicronscale space. In ductile mode cutting with a cutting depth less than 0.386 μm, the diamond tool tip can be replicated to the workpiece surface and to produce a submicroscale Vshaped groove with a cutting depth less than 0.386 μm and a shape error PV about 0.103 μm. In addition, the tip arcradius of Vshaped groove decreases in ductile mode cutting when the cutting depth is decreased, so to get a Vshaped groove with the tip arcradius of 0.182 μm,the cutting depth should be controlled below the critical Vform cutting depth of 0.365 μm. These results also show that the parameterized model of shape error PV and tip arcradius can be established by using 3D data derived from noncontact laser measurement, and can be employed to evaluate the machining precision of microscale Vshaped grooves.
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