Abstract

To meet the special requirements of the third mirror adjustment system for an optical telescope, a 6-P-RR-R-RR parallel platform using offset RR-joints is designed with high precision, a large load-to-size ratio and high stiffness. In order to improve the adjustment accuracy and the stiffness of the whole mechanism, each rotating joint in the subchain is designed as a zero-gap bead shaft system. When compared with a traditional Hooke joint, the offset RR joint has certain characteristics, including large carrying capacity and easy processing and adjustment, that effectively reduce the risk of interference with the joint during rotation and increase the working space of the entire machine. Because of the additional variables introduced by the offset joints, the kinematics problem becomes much more complicated. Regarding the P-RRRRR series subchain, the kinematics model is established using the Denavit–Hartenberg parameter method and then solved by the numerical iteration method. The stiffness of the parallel platform is analyzed and tested, including static and fundamental frequency. Motion performance testing of the parallel platform is performed.

Highlights

  • When a large-caliber telescope is in orbit, the relative positional relationships between the optical components may change because of factors including shock vibration, gravity release, temperature changes, and air pressure changes

  • A 6-P-RR-R-RR parallel platform with high lateral and longitudinal stiffness is studied in this paper

  • The platform is mainly intended for use in the precision adjustment systems for third mirror components in a large-caliber telescope system

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Summary

Introduction

When a large-caliber telescope is in orbit, the relative positional relationships between the optical components may change because of factors including shock vibration, gravity release, temperature changes, and air pressure changes. When compared with a traditional Hooke joint, the offset RR joint [35,36] has characteristics including large carrying capacity and easy processing and adjustment, effectively reducing the risk of interference with the joint during rotation and increasing the working space of the entire machine. This offset joint structure is beneficial in improving the stiffness of the entire platform.

Structural
Composition of the Platform
Design of Shaft
Design
Kinematics
Platform Configuration Parameters
Inverse
Modeling and Solution of Forward Kinematics
Verification of the Forward Kinematics Simulation
Stiffness Testing of the Platform
Dynamic Stiffness Analysis and Testing of the Platform
Initial Position Test
Composition and Principle of the Accuracy
22. Definition
Repeated Positioning Accuracy Testing
Summary of Platform Performance Indicators
Conclusions

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