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A New Robust Output Feedback Variable Structure Controller for Uncertain More Affine Nonlinear Systems with Mismatched Uncertainties and Matched Disturbance

Jung-Hoon Lee
2014 Journal of IKEEE  
In this note, a new robust nonlinear output feedback variable structure controller is first systematically and generally designed for the output control of more affine uncertain nonlinear systems with  ...  For practical application the continuous implementation of the control input is made by the modified saturation function.  ...  Pan, Kumar, Liu, and Furuta designed the nonlinear time varying sliding sector for a single input nonlinear time varying input affine system in the form of state dependent linear time variant system with  ... 
doi:10.7471/ikeee.2014.18.2.206 fatcat:4odxc436ova6deptyuzvh5xfc4

Page 4098 of Mathematical Reviews Vol. , Issue 92g [page]

1992 Mathematical Reviews  
Summary: “The inverse dynamic problem for single-input single- output nonlinear systems is considered.  ...  Summary: “In this paper the problem of pole assignment using constant gain output feedback is studied for MIMO systems with system order nm > m+/-—1, where m and / are the number of inputs and outputs,  ... 

Page 3101 of Mathematical Reviews Vol. , Issue 95e [page]

1995 Mathematical Reviews  
The authors investigate the problem of the reconstruction of un- known disturbances acting on a nonlinear distributed dynamic system.  ...  of infinite-dimensional input- output systems.”  ... 

Page 5388 of Mathematical Reviews Vol. , Issue 86k [page]

1986 Mathematical Reviews  
For large classes of rings matrix characterizations of pole assignability are given.” 86k:93062 Yamamoto, Yutaka (J-KYOT) 86k:93063 On infinite-dimensional pole-zero cancellations. Internat. J.  ...  We prove that the cascade connection of two systems is unobservable if there is a pole-zero cancellation between the spectrum of the first system and the zeros of the second system.  ... 

Output stabilization of square nonlinear systems

Robert Mahony, Iven Mareels, Georges Bastin, Guy Campion
1997 Automatica  
This paper considers the problem of designing static-state feedback laws for output regulation of square affine nonlinear systems.  ...  In the case where the input-output decoupling matrix is rankdegenerate, it is shown that a static-state control law for output regulation can be constructed as long as the system can be input-output decoupled  ...  For a general affine nonlinear system of the form (1) it is unlikely that a singularity will occur exactly on the zero-output-level set.  ... 
doi:10.1016/s0005-1098(97)00052-6 fatcat:v6o4fonaobb6fncqagxhzayhge

Page 3213 of Mathematical Reviews Vol. , Issue 96e [page]

1996 Mathematical Reviews  
The problem considered is: given an input-affine state-space sys- tem, find an input-affine controller such that the %-gain of the closed-loop system is less than or equal to unity.  ...  -B. (3-QEN; Kingston, ON); Hirschorn, R. M. (3-QEN; Kingston, ON); Cebuhar, W. A. (3-QEN; Kingston, ON) Dynamic output feedback regulation for a class of nonlinear systems. (English summary) Math.  ... 

Page 1960 of Mathematical Reviews Vol. , Issue 96c [page]

1996 Mathematical Reviews  
Summary: “Previous solvability conditions for the output reg- ulation of nonlinear systems are applicable only to those with s 93 SYSTEMS THEORY; CONTROL 1960 hyperbolic zero dynamics.  ...  It is shown in this note that output reg- ulation of nonlinear systems with nonhyperbolic zero dynamics is also possible by reducing the plant dynamics and augmenting the exosystem.” 96c:93074 93C10 93B05  ... 

Research on Shoot-through Zero Vector of Impedance Source Linearization Control Strategy

Xu Jin, Li Lin, Sun Yuwen
2015 Open Electrical & Electronic Engineering Journal  
Based on which and according to the nonlinear control theory and making use of the linearization of affine nonlinear model of the z-source inverter, we can get the specific derivation of equation.  ...  The results of the simulation and experiment show that according to the linearization of the shoot-through vector with affine nonlinear model for the z-source, we can make the system have the characteristics  ...  ACKNOWLEDGMENTS The authors would like to thank Dr. Lin Li for preliminary investigations on the topic of grid Inverter.  ... 
doi:10.2174/1874129001509010504 fatcat:nz3l6ssgivaf3h47pskxfwqtue

A note on robust output feedback stabilization of nonlinear nonminimum phase systems

A. Isidori, L. Marconi
2008 IFAC Proceedings Volumes  
In other words the existence purposes if one finds a way to stabilize the zero dynamics of an output feedback stabilizer for (1) necessarily implies of system (4) without relying upon  ...  We show that the choices (25), (26) make the zero dynamics of system (28) From this, with κ fixed and not dependent on ², standard with respect to the input v and the output w asymptoti-  ... 
doi:10.3182/20080706-5-kr-1001.00636 fatcat:ra6qa7d3nbezni54bia4ainuse

Page 1622 of Mathematical Reviews Vol. , Issue 2000b [page]

2000 Mathematical Reviews  
It is well known that both the poles and zeros of a discrete system can be arbitrarily assigned if the zero-order hold (ZOH) input is modifed to allow appropriate inter-sampling-time input variation.  ...  Finally, an illustration is given to demonstrate the proposed method for the assignment of discretization zeros in discrete time systems.  ... 

On the sampled-data input-to-state stabilization of passive systems

I.G. Polushin, H.J. Marquez
2002 Proceedings of the 2002 American Control Conference (IEEE Cat. No.CH37301)  
Under the assumptions of existence of globally defined normal form and the input-to-state stability of internal dynamics, we show that the system is semiglobally input-to-state stabilizable with assignment  ...  The problem of sampled-data input-tostate stabilization of nonlinear passive systems is considered.  ...  In this paper we impose a stronger assumption on the internal dynamics of the system (1). Namely we will assume that the internal dynamics are input-to-state stable with respect to "input" y.  ... 
doi:10.1109/acc.2002.1024473 fatcat:7jfixnkdqzcofarlotijumkd7y

Affine Multiplexing Networks: System Analysis, Learning, and Computation [article]

Ivan Papusha, Ufuk Topcu, Steven Carr, Niklas Lauffer
2018 arXiv   pre-print
As illustration, we use the framework to verify closed loop, possibly nonlinear dynamical systems that contain neural networks in the loop, and hint at a number of extensions that can make AMNs a potent  ...  We introduce a novel architecture and computational framework for formal, automated analysis of systems with a broad set of nonlinearities in the feedback loop, such as neural networks, vision controllers  ...  This work was completed while the first author was an Institute for Computational Engineering and Sciences (ICES) fellow at the University of Texas at Austin.  ... 
arXiv:1805.00164v1 fatcat:wgvs73mtmbemhnx3az4sbsllku

Page 1349 of Mathematical Reviews Vol. , Issue 86c [page]

1986 Mathematical Reviews  
of several affine system problems.  ...  Author summary: “We show that for strictly proper systems with m outputs, | inputs (m > 1), McMillan degree n, and controllability indexes A; > Az > --- > > O, one can in the generic case arbitrarily assign  ... 


Anake Pomprapa, Berno Misgeld, Verónica Sorgato, André Stollenwerk, Marian Walter, Steffen Leonhardt
2013 Acta Polytechnica  
To control the carbon dioxide (CO 2 ) level effectively and automatically, system identification based on a human subject was performed using a linear affine model and a nonlinear Hammerstein structure  ...  For demonstration purposes, the closed-loop control ventilation system was successfully tested in a human volunteer.  ...  Acknowledgements The authors acknowledge financial support from the German Federal Ministry of Science and Education (Bundesministeriums für Bildung und Forschung -BMBF) within the Oxivent project under  ... 
doi:10.14311/ap.2013.53.0895 fatcat:jvnc7cna4rbdbekdxqmlra3pyy

Page 3471 of Mathematical Reviews Vol. , Issue 93f [page]

1993 Mathematical Reviews  
Today there is a clear understanding of locally linearizing the input- output behavior under the feedback of a nonlinear system given by x = f(x)+ g(x)u, y=h(x).  ...  “In this paper, a similar contribution is presented on invariant zeros, i.e., the zeros of the invariant polynomials in the Smith form of the Rosenbrock system matrix.  ... 
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