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A Compensation Control Method Using Neural Network for Mechanical Deflection Error in SCARA Robot with Random PayloadCompensation Control Method Using Neural Network for Mechanical Deflection Error in SCARA Robot with Random Payload KCI 등재

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한국기계기술학회지 (Journal of the Korean Society of Mechanical Technology)
한국기계기술학회 (Korean Society of Mechanical Technology)
초록

This study proposes the compensation method for the mechanical deflection error of a SCARA robot. While most studies on the related subject have dealt with the development of a control algorithm for improvement of robot accuracy, this study presents the control method reflecting the mechanical deflection error which is predicted in advance. The deflection at the end of the gripper of SCARA robot is caused by the self-weights and payloads of Arm 1, Arm 2 and quill. If the deflection is constant even though robot’ posture and payload vary, there may not be a big problem on robot accuracy because repetitive accuracy, that is relative accuracy, is more important than absolute accuracy in robot. The deflection in the end of the gripper varies as robot’ posture and payload change. That’ why the moments ,  and  working on every joint of a robot vary with robot’ posture and payload size. This study suggests the compensation method which predicts the deflection in advance with the variations in robot’ posture and payload using neural network. To do this, I chose the posture of robot and the payloads at random, found the deflections by the FEM analysis, and then on the basis of this data, made compensation possible by predicting deflections in advance successively with the variations in robot’ posture and payload through neural network learning.

목차
Abstract
 1. Introduction
 2. MODELING AND ANALYSIS
  2.1 Modeling and Geometrical Parameters
  2.2 Extraction of Analytical Data
 3. Neural Network Learning
  3.1 Structure of Neural Network
  3.2. Neural Network Learning
 4. Simulation Using Computer
  4.1 Deflection According to Changes in Robot’s Posture and Payload part
  4.2 Simulation for Random Path
  4.3 Results Analysis
 5. Conclusions
 References
저자
  • Jong Shin, Lee(Juseong College)