대한전기학회논문지:전력기술부문A (The Transactions of the Korean Institute of Electrical Engineers A)

대한전기학회 (The Korean Institute of Electrical Engineers)
권호 표지

연속 PID 제어기의 효율적 디지털 구현을 위한 일반적인 이산직교함수들을 이용한 통합 설계 알고리즘의 제안

An Unifying Design Algorithm for Efficient Digital Implementation of Continuous PID Controller using General Discrete Orthogonal Functions

  • 김윤상 (한국과학기술연구원 휴먼로봇연구센터) ;
  • 오현철 (성균관대 전기전자컴퓨터 공학부) ;
  • 안두수 (성균관대 전기전자컴퓨터 공학부)
  • 발행 : 1999.03.01
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초록

In this paper, an unifying design algorithm is presented for efficient digital implementation of continuous PID controller using general discrete orthogonal functions. The proposed algorithm is an algebraic method to determine controller parameters, which can unify controller design procedures divided into three ways. A set of linear equations for the controller design are derived from simple algebraic transformation based on general discrete orthogonal functions. By solving these equations, all of the controller parameters can be determined directly and simultaneously, which thus makes the design procedure systematic and straightforward. It does not involve any trial and error procedure, hence the difficulty of conventional approach can be avoided. The simulation results and discussions are given to demonstrate the efficiency of the proposed method.

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참고문헌

  1. Trans. ASME v.64 Optimum setting for PID controllers J. G. Ziegler;N. B. Nichols
  2. Trans. ASME v.75 Theoretical considerations of retarded control G. H. Cohen;G. A. Coon
  3. J. Computer-Aided Design v.17 no.4 Computer aided discretization of continuous-data control systems A. A. Marouf;S. A. K. Al-Assadi
  4. IMACS Trans. Sci. Comput. v.4 Design of optimal constrained controllers for linear systems S. A. K. Al-Assadi;R. Al-Ansari;A. Al-Ani
  5. IEC Process Des. Dev. Optimal tuning of digital PID controllers using dynamic-stochastic models J. F. Macgregor;J. D. Wright;M. H. Huynh
  6. Int. J. Control v.43 Design of digital PI + dynamic controllers using projective control J. A. C. Meo;J. V. Medanic;W. R. Perkins
  7. Int. J. Control v.43 Design of degital PID standard-alone single loop controller M. R. Stojic;T. B. Petrovic
  8. IEE-Proceedings-D v.139 no.1 Optimal setting for discrete PID controllers K. Minh Vu
  9. Digital Control Systems B. C. Kuo
  10. Digital Control Systems R. Isermann
  11. Computer Controlled Systems K. J. Åstrom;B. Wittenmark
  12. IEEE Trans. Syst., Man, Cybern v.SMC-4 Binary sequences and redundance S. KAK
  13. Comput. & Elect. Engng v.12 no.3/4 Parameter identification of discrete systems via discrete Legendre polynomials R. Y. Hwang;Y. P. Shih
  14. Int. J. Control v.37 no.3 Combined methods for model reduction via discrete Laguerre polynomials R. Y. Hwang;Y. P. Shih
  15. Int. J. Control v.42 Application of discrete Chebyshey polynomials to the optimal control of digital systems I. R. Horng;S. J. Ho
  16. Int. J. Control. v.43 Simple methods for the shift transformation matrix, direct product matrix and summation matrix of discrete Walsh series J. H. Chou;I. R. Horng
  17. Orthogonal functions in systems and control K. B. Datta;B. M. Mohan
  18. IEEE Trans. Auto. Contr. v.35 Analysis of bilinear systems using walsh functions F. L. Lewis;Y. G. Mertzios;G. Vachtsevanos;M. A. Christodoulou
  19. 제어시스템 해석을 위한 직교함수와 응용 안두수
  20. 대한전기학회 논문지 v.47 no.11 이산월쉬함수를 이용한 디지탈 PID 제어기의 대수적 파라미터 결정방법에 관한 연구 김윤상;이명규;심재선;안두수
  21. 대한전기학회 논문지 v.47 no.10 폐루프 응답 데이터를 이용한 디지탈 PID 제어기 설계에 관한 연구 김윤상;안두수