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High Degree Accuracy Modelling and Calibration of Serial Robots with Large Errors

Mircea Neagoe, G. Gogu, D. Diaconescu

发表年份
2006
引用次数
5

摘要

The paper deals with the improvement of accuracy modelling and calibration process, in the case of serial robots with large errors. Beginning from the first degree kinematic modelling, a general third-degree modelling of errors in serial robot chains is generated and applied for a RRR Puma type serial robot-structure. The model is based on the use of error Jacobian matrices, namely first, second and third-degree error Jacobian, respectively. Through the high-degree error model, the end-effector positioning can be more accurately estimated. Furthermore, a general calibration algorithm based on the third degree error model is presented, with application for the same RRR serial manipulator. Finally, a numerical example of the proposed algorithms is presented and conclusions.

关键词

Degree (music)Jacobian matrix and determinantKinematicsCalibrationComputer scienceRobotSerial manipulatorAlgorithmControl theory (sociology)Parallel manipulator

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