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Force-Sensing Error Propagation in Multi-Axis Force Sensors
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 Title & Authors
Force-Sensing Error Propagation in Multi-Axis Force Sensors
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 Abstract
In multi-axis force sensor, compliance matrices representing structural behaviour of internal sensor bodies play an important role in decoupled sensing and accuracy, Recently, error propagation through compliance matrices has been studied via approximation approach. However the upper bound of measured force error has not been known. In this paper, error propagation in force sensing is analysed in a unified way when both strain measurement error and compliance matrix error exist, and the upper bound of the measured force error is derived exactly(not approximately). The analysis is examined through a numerical example.
 Keywords
Multi-Axis Force Sensor(다축 힘센서);Error Propagation(오차전파);Compliance Matrix(컴플라이언스행렬);Condition Number(상태수);
 Language
Korean
 Cited by
 References
1.
Bejczy, K., 1980, 'Smart Sensors for Smart Hands,' Progress in Astronautics and Aeronautics, p. 67

2.
Ono, K., and Hatamura, Y, 1986, 'A New Design for 6 Component Force/Torque Sensors,' Mechanical Problems in Measuring Force and Mass, pp. 39-48.

3.
Ch'Hayder, A. et al, Nov. 12, 1991, United States Patent, Patent No. 5,063,788

4.
Bayo, E., Stubbe, J. R., 1989, 'Six-Axis Force Sensor Evaluation and a New Type of Optimal Frame Truss Design for Robotic Applications,' J. of Robotic Systems, 6(2), pp. 191-208 crossref(new window)

5.
Hirzinger, G., and Dietrich, J., 1986, 'Multisensory Robots and Sensor based Path Generation,' Proc. IEEE International Conference on Robotics and Automation, pp. 1992 - 2001

6.
강철구, 한정훈, 1997, '선형화기법을 이용한 스튜어트 플랫폼 형태의 6축 힘-토크 센서에 대한 해석,' 대한기계학회 논문집(A), 21권, 4호, pp. 619-624

7.
Kang, C. G. and Han, J. H., 1996, 'Force Analysis of a Stewart Platform-based Force/Torque Sensor Using a Linearization Technique,' Proc. Dynamics Systems and Control Division, ASME, DSC Vol. 58, pp. 747-752

8.
Uchiyama, M, Nakamura, Y, and Hakomori, K., 1991 (1987 in Japanese), 'Evaluation of the Robot Force Sensor Structure Using Singular Value Decomposition,' Advanced Robotics (International J. of the Robotics Society of Japan), 5(1), pp. 39-52

9.
Uchiyama, M., Bayo, E., and Palma-Villalon, E., 1991, 'A Systematic Design Procedure to Minimize a Performance Index for Robot Force Sensors,' ASME J. of Dynamic Systems, Measurement, and Control, V. 113, pp. 388-394

10.
Nakamura, Y, Yoshikawa, T., and Futamata, I., 1988, 'Design and Signal Processing of Six-Axis Force Sensor,' Proc. 4th International Symposium of Robotics Research, No. 1, pp. 75-81

11.
Bicchi, A., 1992, 'A Criterion for Optimal Design of Multi-Axis Force Sensors,' 1. of Robotics and Autonomous Systems, Vol. 10, No. 4 crossref(new window)

12.
Svinin, M. M., and Uchiyama, M., 1995, 'Optimal Geometric Structures of Force/Torque Sensors,' The International J. of Robotics Research, 14(6), pp. 560-573 crossref(new window)

13.
강철구, 1998, '힘-토크 센서의 힘감지 오차에 대한 해석,' 대한기계학회논문집 A, 22권, 7호, pp. 1250-1257

14.
Piller, G., 1982, 'A Compact Six Degree-of-Freedom Force Sensor for Assembly Robot, Proc. the 12th International Symposium on Industrial Robots, pp. 121-129

15.
Golub, G. H., and Van Loan C. F., 1996, Matrix Computations, The Johns Hopkins University Press

16.
Noble, B., and Daniel, J. W., 1988, Applied Linear Algebra, Prentice-Hall

17.
김주용, 강철구, 1999, '원구멍이 있는 십자형 탄성체를 가진 6축 힘.토크 센서의 변형률 해석,' 한국정밀공학회지, 16권, 2호, pp. 5-14