References
- B
akhshande , F. (2018) Observer-Based Robust Nonlinear Control Design, PhD thesis, Duisburg University, Germany. - B
akhshande , F., Bach , R.and Söffker , D. (2020) Robust control of a hydraulic cylinder using an observer-based sliding mode control: Theoretical development and experimental validation, Control Engineering Practice, 95, 104272. - B
akhshande , F.and Söffker , D. (2015) Proportional-integral-observer: A brief survey with special attention to the actual methods using acc benchmark. IFAC papers online, 48 (2015), 532-537. - B
akhshande , F.and Söffker , D. (2017) Robust control approach for a hydraulic differential cylinder system using a proportional integral-observer-based backstepping control. American Control Conference, IEEE, 3102–3107. - B
eale , S.and Shafai , B. (1989) Robust control system design with a proportional integral observer. International Journal of Control, 50, 97-111. - B
ia łon , T., Pasko , M.and Niestroj , R. (2020) Developing induction motor state observers with increased robustness. Energies, 13, 54-87. - B
usawon , K. K.and Kabore , P. (2000) On the design of integral and proportional- integral observers. Proceedings of the American Control Conference, IEEE, 3725–3729 - D
uan , G. R., Liu , G. P.and Thompson , S. (2001) Eigenstructure assignment design for proportional-integral observers: continuous-time case. IEE Proceedings – Control Theory and Applications, 148, 263-267. - D
uan , G. R., Liu , G. P.and Thompson , S. (2003) Eigenstructure assignment design for proportional-integral observers: the discrete-time case. International Journal of Systems Science, 34, 357-363. - D
uan , G. R.and Wu , A. (2006) Robust fault detection in linear systems based on PI Observers International Journal of Systems Science 37, 809-816. - G
antmacher , F. R. (1959) The Theory of Matrices, Vol. 1. Chelsea, New York. - G
ao , Z., Cecati , C.and Ding , S. X. (2015) A survey of fault diagnosis and fault-tolerant techniques - Part I: Fault diagnosis with model-based and signal-based approaches. IEEE Transactions on Industrial Electronics, 62, 3757–3767. - H
amdi , H., Rodrigues , M., Mechmeche , C., Theilliol , D.and Braiek , N. B. (2012) Fault detection and isolation in linear parameter varying descriptor systems via Proportional-Integral-Observer. International Journal of Adaptive Control and Signal Processing, 26, 224–240. - H
u , Y., Dai , X., Cui , D.and Jia , Z. (2022) Zero-assignment and complex coefficient gain design of generalized proportional-integral observer for robust fault detection. Journal of Franklin Institute 359, 3831-3856. - K
aczorek , T. (1979) Proportional-integral observers for linear multivariable time-varying Systems. Regelungstechnik 27, 359-362. - K
alman , R. E. (1963) Mathematical description of linear dynamical systems. SIAM Journal of Control and Optimization, 1, 152-192. - K
hedher , A., Benothman , K., Maquin , D.and Benrejeb , M. (2009) State and sensor faults estimation via a proportional integral observer. 6th International Multi-Conference on Systems, Signals and Devices, IEEE, 1-6. - K
ucera , V. (1991) Analysis and Design of Discrete Linear Control Systems. Prentice Hall, London. - L
ay , D. C. (2005) Linear Algebra and its Applications. Addison Wesley, Boston. - L
in , L. (2022) Fault detection in uncertain systems via proportional integral observer. Systems Science & Control Engineering, 10, 822-831. - L
iu , Y. (2011) Robust Nonlinear Control Design with Proportional-Integral Observer Technique. PhD Thesis, Duisburg University, Germany. - L
uenberger , D. G. (1963) Determining the state of a linear system with observers of low dynamic order. PhD Dissertation, Stanford University. - L
uenberger , D. G. (1964) Observing the states of a linear system. IEEE Transactions Military Electronics, 8, 74-80. - L
uenberger , D. G. (1966) Observers for multivariable systems. IEEE Transactions on Automatic Control, 11, 190-197. - L
uenberger , D. G. (1971) An Introduction to Observers. IEEE Transactions on Automatic Control, 16, 596-602. - M
c Duffee , C. C. (1946) The Theory of Matrices. Chelsea Publishing, New York. - N
iemann , H. H., Stoustrup , J., Shafai , B.and Beale , S. (1995) LTR design of proportional- integral observers. International Journal of Robust Nonlinear Control, 5, 671-693. - S
hafai , B., Beale , S., Niemann , H. H.and Stoustrup , J. (1996) LTR design of discrete-time proportional-integral observers. IEEE Transactions on Automatic Control, 41, 1056-1062. - S
hafai , B.and Carroll , R. L. (1985) Design of proportional integral observer for linear time varying multivariable systems. Proceedings of 24th IEEE Conference on Decision and Control, 597-599. - S
hafai , B.and Moradmand , A. (2020) Design of an Integrated Observer Structure for Robust Fault Detection. IEEE Conference on Control Technology and Applications, 24-26. - S
hafai , B.and Saif , M. (2015) Proportional-integral observer in robust control, fault detection and decentralized control of dynamic systems. In: Aly El-Osery and Jeff Prevost, eds., Control and Systems Engineering. Springer, Cham, 13-43. - S
öffker , D., Yu , T. J.and Muller , P. C. (1995) State estimation of dynamical systems with non-linearities by using proportional-integral observer. International Journal of Systems Science, 26, 1571-1582. - T
akahashi , K. (1996) Eigenvalues of matrices with given block upper triangular part. Linear Algebra and its Applications, 239, 175-184. - T
rentelman , H. L., Stoorvogel , A. A.and Hautus , M. (2001) Control Theory for Linear Systems. Springer-Verlag, London. - W
ojciechowski , B. (1978) Analysis and synthesis of proportional-integral observers for single-input single-output time-invariant continuous systems, PhD dissertation.Technical University of Gliwice, Poland. - W
olowich , W. A. (1974) Linear Multivariable Systems. Springer Verlag, Berlin. - W
onham , W. M. (1968) On a matrix Riccati equation of stochastic control. SIAM Journal of Control and Optimization. 6, 681-698. - W
u , A. G., Duan , G. R.and Liu , W. (2012) Proportional multiple-integral observer design for continuous time descriptor linear systems. Asian Journal of Control, 14, 476-488. - Z
hou , K., Doyle , J. C.and Glover , K. (1996) Optimal and Robust Control. Prentice-Hall, New Jersey.