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International Journal of Systems Science Volume 5, 1974 - Issue 7
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Original Articles

Disturbance rejection in linear systems Footnote†

S. P. BHATTACHARYYTA Department of Systems Engineering and Computation, COPPE, Federal University of Rio de Janeiro, Brasil
Pages 633-637 | Received 09 Jul 1973, Published online: 17 Sep 2008

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H. Seraji. (1989) Minimal inversion, command matching and disturbance decoupling in multivariable systems. International Journal of Control 49:6, pages 2093-2121.
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SIRISHL. SHAH & D. GRANT FISHER. (1987) Multi-variable frequency domain design method for disturbance minimization. International Journal of Control 45:1, pages 107-115.
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VITORM. P. LEITE. (1985) Further aspects of disturbance decoupling in decentralized linear systems†. International Journal of Control 42:4, pages 939-948.
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VITORM. P. LEITE. (1985) Disturbance decoupling in decentralized linear systems by non-dynamic feedback of state or measurement†. International Journal of Control 42:4, pages 913-937.
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S. L. SHAH, D. E. SEBORG & D. G. FISHER. (1977) Disturbance localization in linear systems by eigenvector. International Journal of Control 26:6, pages 853-869.
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SIRISHL. SHAH. (1976) Comment on ‘ Disturbance rejection in linear systems ’. International Journal of Systems Science 7:4, pages 479-480.
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Articles from other publishers (29)

Phuong D. Ngo, Susan Wei, Anna Holubová, Jan Muzik & Fred Godtliebsen. (2018) Control of Blood Glucose for Type-1 Diabetes by Using Reinforcement Learning with Feedforward Algorithm. Computational and Mathematical Methods in Medicine 2018, pages 1-8.
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Ulf Jakob F. Aarsnes, Florent Di Meglio & Roman J. Shor. (2018) Avoiding stick slip vibrations in drilling through startup trajectory design. Journal of Process Control 70, pages 24-35.
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Lorenzo Ntogramatzidis. (2007) Disturbance decoupling by state feedback and pd control law for systems with direct feedthrough matrices. Disturbance decoupling by state feedback and pd control law for systems with direct feedthrough matrices.
Elena Zattoni. (2007) Decoupling of Measurable Signals via Self-Bounded Controlled Invariant Subspaces: Minimal Unassignable Dynamics of Feedforward Units for Prestabilized Systems. IEEE Transactions on Automatic Control 52:1, pages 140-143.
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G. Marro, D. Prattichizzo & E. Zattoni. (2006) A Unified Setting for Decoupling With Preview and Fixed-Lag Smoothing in the Geometric Context. IEEE Transactions on Automatic Control 51:5, pages 809-813.
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E. Zattoni. (2006) H2-optimal decoupling with preview: a dynamic feedforward solution based on factorization techniques. H2-optimal decoupling with preview: a dynamic feedforward solution based on factorization techniques.
G. Marro & E. Zattoni. (2005) Measurable signal decoupling through self-bounded controlled invariants: minimal unassignable dynamics of feedforward units for pre-stabilized systems. Measurable signal decoupling through self-bounded controlled invariants: minimal unassignable dynamics of feedforward units for pre-stabilized systems.
G. Marro & E. Zattoni. (2005) Exact decoupling with preview in the geometric context. Exact decoupling with preview in the geometric context.
F. Barbagli, G. Marro & D. Prattichizzo. (2000) Solving signal decoupling problems through self-bounded controlled invariants. Solving signal decoupling problems through self-bounded controlled invariants.
N. Otsuka. (2000) Generalized invariant subspaces and parameter insensitive disturbance-rejection problems with static output feedback. IEEE Transactions on Automatic Control 45:9, pages 1691-1697.
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M.B. Estrada & M. Malabre. (1999) Necessary and sufficient conditions for disturbance decoupling with stability using PID control laws. IEEE Transactions on Automatic Control 44:6, pages 1311-1315.
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H.J.C. Huijberts, H. Nijmeijer & A.C. Ruiz. (1993) Nonlinear disturbance decoupling and linearization: a partial interpretation of integral feedback. Nonlinear disturbance decoupling and linearization: a partial interpretation of integral feedback.
H. J. C. Huijberts. (1992) A Nonregular Solution of the Nonlinear Dynamic Disturbance Decoupling Problem with an Application to a Complete Solution of the Nonlinear Model Matching Problem. SIAM Journal on Control and Optimization 30:2, pages 350-366.
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H. J. C. Huijberts, H. Nijmeijer & L. L. M. van der Wegen. (1992) Dynamic Disturbance Decoupling for Nonlinear Systems. SIAM Journal on Control and Optimization 30:2, pages 336-349.
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R. Marino, W. Respondek, A.J. van der Schaft & P. Tomei. (1992) Tracking control of nonlinear systems with disturbance attenuation. Tracking control of nonlinear systems with disturbance attenuation.
H.J.C. Huijberts, H. Nijmeijer & L.L.M. van der Wegen. (1990) Nonlinear dynamic disturbance decoupling. Nonlinear dynamic disturbance decoupling.
H. J. C. Huijberts. 1990. Robust Control of Linear Systems and Nonlinear Control. Robust Control of Linear Systems and Nonlinear Control 135 142 .
G. Conte, M. D. Di Benedetto & A. M. Perdon. 1990. Realization and Modelling in System Theory. Realization and Modelling in System Theory 181 188 .
R. Marino, W. Respondek & A.J. Van der Schaft. (1989) Almost disturbance decoupling for single-input single-output nonlinear systems. IEEE Transactions on Automatic Control 34:9, pages 1013-1017.
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S. Bhattacharyya, A. del Nero Gomes & Jo Howze. (1983) The structure of robust disturbance rejection control. IEEE Transactions on Automatic Control 28:9, pages 874-881.
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R. LASKIN, R. LONGMAN & P. LIKINS. (1982) A definition of the degree of disturbance rejection. A definition of the degree of disturbance rejection.
J.E.R. Cury. (1982) Decentralized disturbance decoupling by measured output feedback. Systems & Control Letters 2:2, pages 110-117.
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S.L. Shah, D. Grant Fisher & D.E. Seborg. (1981) Experimental Evaluation of Controllers Designed for Disturbance Localization and Asymptotic Setpoint Tracking. IFAC Proceedings Volumes 14:2, pages 1165-1170.
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A.C. Del Nero Gomes & S.P. Bhattacharyya. (1981) Frequency Domain Structure for Disturbance Rejection. IFAC Proceedings Volumes 14:2, pages 1111-1114.
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H. Imai & H. Akashi. (1981) Disturbance localization and pole shifting by dynamic compensation. IEEE Transactions on Automatic Control 26:1, pages 226-235.
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S. L. Shah, D. G. Fisher & D. E. Seborg. (1981) Design and experimental evaluation of controllers for process undisturbability. AIChE Journal 27:1, pages 131-138.
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S. Bhattacharyya. (1980) Frequency domain conditions for disturbance rejection. IEEE Transactions on Automatic Control 25:6, pages 1211-1213.
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?. Jaaksoo. (1978) Design of Multivariable Discretetime Regulators. IFAC Proceedings Volumes 11:1, pages 1831-1836.
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S. Bhattacharyya. (1975) Compensator design based on the invariance principle. IEEE Transactions on Automatic Control 20:5, pages 708-711.
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