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Filter Model based Dwell Time Algorithm for Ion Beam Figuring

机译:基于滤波器模型的停留时间算法用于离子束定形

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摘要

The process of Ion Beam Figuring (IBF) can be described by a two-dimensional convolution equation which including dwell time. Solving the dwell time is a key problem in IBF. Theoretically, the dwell time can be solved from a two-dimensional deconvolution. However, it is often ill-posed1; the suitable solution of that is hard to get. In this article, a dwell time algorithm is proposed, depending on the characters of IBF. Usually, the Beam Removal Function (BRF) in IBF is Gaussian, which can be regarded as a headstand Gaussian filter. In its stop-band, the filter has various filtering abilities for various frequencies. The dwell time algorithm proposed in this article is just based on this concept. The Curved Surface Smooth Extension (CSSE) method and Fast Fourier Transform (FFT) algorithm are also used. The simulation results show that this algorithm is high precision, effective, and suitable for actual application.
机译:离子束图形化(IBF)的过程可以用包含停留时间的二维卷积方程来描述。解决驻留时间是IBF中的关键问题。从理论上讲,驻留时间可以通过二维反卷积来求解。但是,它常常是病态的1。很难找到合适的解决方案。本文根据IBF的特点,提出了一种驻留时间算法。通常,IBF中的光束去除函数(BRF)是高斯函数,可以将其视为头架式高斯滤波器。在其阻带中,滤波器对各种频率具有各种滤波能力。本文提出的停留时间算法就是基于此概念的。还使用了曲面平滑扩展(CSSE)方法和快速傅立叶变换(FFT)算法。仿真结果表明,该算法精度高,效果好,适合实际应用。

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