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Research on geometric model of grinding large and medium scales optical aspheric surfaces

机译:磨削大中鳞片尺度的几何模型研究光学球面

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Aspheric optics have been used in optical systems widely because of their excellent optical properties. At present, the manufacture of small scale aspheric surfaces has been industrialized. However the manufacture of large and medium aspheric surfaces still follows the procedure of grinding, lapping and polishing. Generally speaking, increasing the working efficiency is the key of machining large and medium scale aspheric surfaces. As we know, lapping and polishing have relatively low efficiencies. Therefore prior to lapping and polishing, NC grinding is often used to shape large and medium scale optical aspheric surfaces, so as to reduce the subsequent process time. Current approaches to grinding aspheric surfaces differ from each other because the wheels and methods used are different, which is inconvenient for programming. To facilitate programming, a unified mathematical formulation is proposed for calculation of the wheel center trajectory when grinding axisymmetric aspheric surfaces based on the principle of shaping aspheric surfaces. Certain geometric models are derived from the unified formulation for the cases of parallel grinding wheel, spherical grinding wheel and cup grinding wheel, according to their features of process. The condition of avoiding overcutting is also derived. The step length of cutting is adaptively selected with accuracy control so as to reduce the program codes. After analyze all the factors affecting the shape accuracy of the curved surface, the major factors are found to be the tool setting error and the radius error of the grinding wheel, then the corresponding influence coefficients of the errors are calculated and the simulation results are given. Finally an example is shown in order to prove the analysis.
机译:由于其优异的光学性质,非球面光学器件已广泛用于光学系统。目前,小型非球面的制造已经是工业化的。然而,大型和中间球面的制造仍然遵循研磨,研磨和抛光的过程。一般而言,增加工作效率是加工大型和中型非球面的关键。众所周知,研磨和抛光具有相对低的效率。因此,在研磨和抛光之前,NC研磨通常用于塑造大中和中尺度的光学球面,以减少随后的处理时间。电流磨削非球面表面的方法彼此不同,因为所使用的轮子和方法是不同的,这对于编程是不方便的。为了促进编程,提出了一种统一的数学制剂,用于计算基于形成非球面的原理磨削轴对称非球面时轨迹轨迹。根据其工艺的特征,某些几何模型源自平行砂轮,球形砂轮和杯砂轮的统一配方。避免过度切割的条件也是衍生的。用精度控制自适应地选择切割的步长,以减少程序代码。分析影响曲面形状精度的所有因素后,发现主要因素是刀具设置误差和磨轮的半径误差,然后计算误差的相应影响系数,并给出仿真结果。最后显示了一个例子,以证明分析。

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