Design of Passive Constant-Force End-Effector for Robotic Polishing of Optical Reflective Mirrors

Jian Zhang1, Liming Zhao2, Lingling Li3, Fengying Ma1, Guimin Chen3
1School of Mechano-Electrical Engineering, Xidian University, Xi’an, 710071, China
2Xi’an Institute of Optics and Precision Mechanics of CAS, Xi’an 710119, China
3Institute of Robotics and Intelligent Systems, Xi’an Jiaotong University, Xi’an, 710049, China

Tóm tắt

Abstract

Polishing plays an indispensable role in optical processing, especially for large-aperture optical reflective mirrors with freeform surfaces. Robotic polishing requires effective control of the contact force between the robot and the mirror during processing. In order to maintain a constant contact force during polishing, traditional polishing robots rely on closed-loop control of air cylinders, whose performances heavily rely on high-fidelity force sensing and real-time control. This paper proposes to employ a compliant constant-force mechanism in the end-effector of a polishing robot to passively maintain a constant force between the robot and the mirror, thus eliminating the requirement for force sensing and closed-loop control. The compliant constant force mechanism utilizing the second bending mode of fixed-guided compliant beams is adopted and elaborated for the passive end-effector. An end-effector providing a constant contact force of 40 N is designed and prototyped. The polishing experiment shows that the passive constant-force end-effector provides stable contact force between the robot and the mirror with fluctuation within 3.43 N, and achieves RMS (Root Mean Square) lower than λ/10 (λ = 632.8 nm) of the polished surface of the large-aperture optical reflective mirror. It is concluded that the constant-force compliant mechanism provides a low-cost and reliable solution for force control in robotic polishing.

Từ khóa


Tài liệu tham khảo

L S Tsesnek, V E Guzman, Y N Nasonov, et al. Equipment for the grinding & polishing of optical-components on production liens. Soviet Journal of Optical Technology, 1981, 48(10): 623-632.

R K Pal, H Garg, V Karar. Material removal characteristics of full aperture optical polishing process. Machining Science and Technology, 2017, 21(4): 493-525.

X Wu, Z Huang, Y J Wan, et al. A novel force-controlled spherical polishing tool combined with self-rotation and co-rotation motion. IEEE Access, 2020, 8: 108191-108200.

X D Zhang, H Chen, N Yang, et al. A structure and control design of constant force polishing end actuator based on polishing robot. 2017 IEEE International Conference on Information and Automation (IEEE ICIA 2017), 2017: 764-768.

S Moriyasu, C Liu, W Lin, et al. Development of ultra-precision constant pressure spindle head for aspherical grinding/polishing. In: Progress of machine technology. Aviation Industry Press, 2002: 494-497.

D H Su, X Liu. The simulation and study of buffer device of hydraulic cylinder. In: Advanced materials research. Trans. Tech. Publications Ltd., 2012, (591): 561-564.

X D Zhang, H Chen, N Yang, et al. A structure and control design of constant force polishing end actuator based on polishing robot. 2017 IEEE International Conference on Information and Automation, 2017: 764-768.

D Bossert, U Ly, J Vagners. Experimental evaluation of a hybrid position and force surface following algorithm for unknown surfaces. IEEE International Conference on Robotics and Automation, Minneapolis, 1996: 22-28.

L L Howell. Compliant mechanisms. New York: Wiley, 2001.

D L Blanding. Exact constraint: machine design using kinematic processing. New York: ASME, 1999.

Y Chen, C Lan. An adjustable constant-force mechanism for adaptive end-effector operations. Journal of Mechanical Design, 2012,134(3): 031005.

G Chen, S Zhang. Fully-compliant statically-balanced mechanisms without prestressing assembly: concepts and case studies. Mechanical Science, 2011, 2(2): 169-174.

G Chen, Y Gou, A Zhang. Synthesis of compliant multistable mechanisms through use of a single bistable mechanism. Journal of Mechanical Design, 2011, 133(8): 081007.

Y Kuo, C Lan. A two-dimensional adjustable constant-force mechanism. Journal of Mechanical Design, 2020,142(6): 063304.

F Ma, G Chen. Large-stroke constant-force mechanisms utilizing second buckling mode of flexible beams: evaluation metrics and design approach. Journal of Mechanical Design, 2020,142(10): 103303.

F Ma, G Chen. Modeling large planar deflections of flexible beams in compliant mechanisms using chained beam-constraint-model. Journal of Mechanisms and Robotics, 2016, 8(2).

G Chen, F Ma, G Hao, et al. Modeling large deflections of initially curved beams in compliant mechanisms using chained beam-constraint-model. Journal of Mechanisms and Robotics, 2019, 11(1).

S Zhuang, F Zhang, L Song. ABAQUS nonlinear finite element analysis and examples. Beijing: Science Press, 2005.

M A F Lora, E A Portilla-Flores, R R Blas, et al. Metaheuristic techniques comparison to optimize robotic end-effector behavior and its workspace. International Journal of Advanced Robotics Systems, 2018, 15(5).

A Mohammad, J Hong, D W Wang. Design of a force-controlled end-effector with low-inertia effect for robotic polishing using macro-mini robot approach. Robotics and Computer-Integrated Manufacturing, 2018, 49: 54-65.

Y S Yao, Z Ma, J T Ding, et al. Heavy-calibre off-axis aspheric surface polishing by industrial robot. 9th International Symposium on Advanced Optical Manufacturing and Testing Technologies, 2019, 10838.

X Wang, X J Zhang. Theoretical study on removal rate and surface roughness in grinding a RB-SiC mirror with a fixed abrasive. Applied Optics, 2009, 48(5): 904-910.

Z Xia, F Fang, Ahearne E, et al. Advances in polishing of optical freeform surfaces: A review. Journal of Materials Processing Technology, 2020, 286: 116828.

W Song, X Zhang, M Xu. Region-adaptive path planning for precision optical polishing with industrial robots. Optical Express, 2018, 26(10): 23782-23794.

W L Zhu, A Beaucamp. Zernike mapping of optimum dwell time in deterministic fabrication of freeform optics. Optical Express, 2019, 27(20): 28692-28706.