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Updated: Apr 22, 2026

Convergent Polishing: A Simple, Rapid, Full Aperture Polishing Process of High Quality Optical Flats & Spheres
Published on: December 1, 2014
Control of mid-spatial frequency errors considering the pad groove feature in smoothing polishing process
Controlling mid-spatial frequency error (MSFR) in optical systems is crucial. This study optimizes the smoothing polishing (SP) process by analyzing pad groove features, significantly reducing MSFR from 2.38 to 0.68 nm.
Area of Science:
- Optical engineering
- Materials science
Background:
- Mid-spatial frequency error (MSFR) is a critical parameter in modern optical systems.
- The smoothing polishing (SP) process is effective for MSFR suppression but is sensitive to various factors.
- The influence of pad grooves on the SP process for MSFR control remains under-explored.
Purpose of the Study:
- To investigate the impact of pad groove geometry on contact pressure distribution during smoothing polishing.
- To optimize pad groove design for effective MSFR reduction.
- To validate the optimized design through experimental verification.
Main Methods:
- Finite element method (FEM) was employed to establish the relationship between groove features (section type, width, depth) and contact pressure.
- Numerical superposition method was utilized for comparing different groove patterns.
- Experimental verification was conducted on a self-developed SP machine using the optimized pad groove.
Main Results:
- The study established a correlation between pad groove characteristics and contact pressure distribution.
- FEM analysis and numerical simulations identified optimal groove parameters for MSFR suppression.
- Experimental results demonstrated a significant reduction in MSFR from 2.38 nm to 0.68 nm (RMS value) after applying the optimized SP process.
Conclusions:
- Pad groove design is a critical factor in the smoothing polishing process for controlling MSFR.
- Optimized pad grooves effectively suppress MSFR while minimizing the generation of new errors.
- The developed methodology provides a pathway for enhancing the performance of optical systems through precise control of surface errors.
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