Results for 'Optimal Feedback Control'

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  1.  13
    Optimal Feedback Control of Cancer Chemotherapy Using Hamilton–Jacobi–Bellman Equation.Yong Dam Jeong, Kwang Su Kim, Yunil Roh, Sooyoun Choi, Shingo Iwami & Il Hyo Jung - 2022 - Complexity 2022:1-11.
    Cancer chemotherapy has been the most common cancer treatment. However, it has side effects that kill both tumor cells and immune cells, which can ravage the patient’s immune system. Chemotherapy should be administered depending on the patient’s immunity as well as the level of cancer cells. Thus, we need to design an efficient treatment protocol. In this work, we study a feedback control problem of tumor-immune system to design an optimal chemotherapy strategy. For this, we first propose (...)
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  2.  77
    Backstepping Output Feedback Control for the Stochastic Nonlinear System Based on Variable Function Constraints with the Subsea Intelligent Electroexecution Robot System.Long-Chuan Guo, Jing Ni, Jing-Biao Liu, Xiang-Kun Fang, Qing-Hua Meng & Yu-Dong Peng - 2021 - Complexity 2021:1-15.
    The output feedback controller is designed for a class of stochastic nonlinear systems that satisfy uncertain function growth conditions for the first time. The multivariate function growth condition has greatly relaxed the restrictions on the drift and diffusion terms in the original stochastic nonlinear system. Here, we cleverly handle the problem of uncertain functions in the scaling process through the function maxima theory so that the Ito differential system can achieve output stabilization through Lyapunov function design and the solution (...)
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  3.  3
    State feedback based on grey wolf optimizer controller for two-wheeled self-balancing robot.Wesam M. Jasim - 2022 - Journal of Intelligent Systems 31 (1):511-519.
    The two-wheeled self-balancing robot is based on the axletree and inverted pendulum. Its balancing problem requires a control action. To speed up the response of the robot and minimize the steady state error, in this article, a grey wolf optimizer method is proposed for TWSBR control based on state space feedback control technique. The controller stabilizes the balancing robot and minimizes the overshoot value of the system. The dynamic model of the system is derived based on (...)
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  4.  16
    Optimal Control for Networked Control Systems with Markovian Packet Losses.Xiao Han, Zhijian Ji & Qingyuan Qi - 2020 - Complexity 2020:1-11.
    This paper is concerned with the optimal output feedback control problem for networked control systems with Markovian packet losses. In this paper, the packet losses occur both between the sensor and controller and between the controller and actuator. Moreover, the packet loss channels are described with two-state Markov chains. Since the precise state information cannot be obtained, thus an optimal recursive estimator is designed. Furthermore, by adopting the dynamic programming approach, we derive the optimal (...)
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  5.  9
    Bridging Dynamical Systems and Optimal Trajectory Approaches to Speech Motor Control With Dynamic Movement Primitives.Benjamin Parrell & Adam C. Lammert - 2019 - Frontiers in Psychology 10.
    Current models of speech motor control rely on either trajectory-based control (DIVA, GEPPETO, ACT) or a dynamical systems approach based on feedback control (Task Dynamics, FACTS). While both approaches have provided insights into the speech motor system, it is difficult to connect these findings across models given the distinct theoretical and computational bases of the two approaches. We propose a new extension of the most widely used dynamical systems approach, Task Dynamics, that incorporates many of the (...)
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  6.  29
    Robust Fractional-Order PID Controller Tuning Based on Bode’s Optimal Loop Shaping.Lu Liu & Shuo Zhang - 2018 - Complexity 2018:1-14.
    This paper presents a novel fractional-order PID controller tuning strategy based on Bode’s optimal loop shaping which is commonly used for LTI feedback systems. Firstly, the controller parameters are achieved based on flat phase property and Bode’s optimal reference model, so that the controlled system is robust to gain variations and can achieve desirable transient performance according to various control requirements. Then, robustness analysis of the controlled system is carried out to support the results. Furthermore, the (...)
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  7.  2
    Toward improving control performance of myoelectric arm prosthesis by adding wrist position feedback.Yue Zheng, Lan Tian, Xiangxin Li, Yingxiao Tan, Zijian Yang & Guanglin Li - 2022 - Frontiers in Human Neuroscience 16.
    Wearing a myoelectric prosthesis is a basic way for limb amputees to restore their lost limb functions in the activities of daily living. However, it is estimated that around 40% of amputees refuse the prosthesis. One of the primary reasons would be that the current prostheses lack appropriate sensory feedback. Currently, the amputees only depend on their visual feedback when using their arm prostheses. It would be difficult for them to accurately control the wrist position, which is (...)
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  8.  9
    Research on Optimal Control Strategy for Unpowered Downslope of High-Voltage Inspection Robot Based on Motor Temperature Rise in Complexity Microgrid Networks.Zhiyong Yang, Qiao Fang, Zihao Zhang, Xing Liu, Xianjin Xu, Yu Yan & Chen Miao - 2021 - Complexity 2021:1-13.
    In order to avoid the motor damage caused by excessive temperature rise of armature winding of the walking motor during braking of high-voltage inspection robot in complexity microgrid networks, an unpowered downhill speed and energy recovery optimization control strategy is proposed based on temperature rise characteristics of the walking motor. Firstly, the thermal equivalent circuit model of the walking motor is established, and the mapping relationship between the armature winding temperature of the walking motor and ambient temperature is solved; (...)
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  9. Bayes, predictive processing, and the cognitive architecture of motor control.Daniel C. Burnston - 2021 - Consciousness and Cognition 96 (C):103218.
    Despite their popularity, relatively scant attention has been paid to the upshot of Bayesian and predictive processing models of cognition for views of overall cognitive architecture. Many of these models are hierarchical ; they posit generative models at multiple distinct "levels," whose job is to predict the consequences of sensory input at lower levels. I articulate one possible position that could be implied by these models, namely, that there is a continuous hierarchy of perception, cognition, and action control comprising (...)
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  10.  17
    A web-based feedback study on optimization-based training and analysis of human decision making.Michael Engelhart, Joachim Funke & Sebastian Sager - 2017 - Journal of Dynamic Decision Making 3 (1):1-23.
    The question “How can humans learn efficiently to make decisions in a complex, dynamic, and uncertain environment” is still a very open question. We investigate what effects arise when feedback is given in a computer-simulated microworld that is controlled by participants. This has a direct impact on training simulators that are already in standard use in many professions, e.g., for flight simulators for pilots, and a potential impact on a better understanding of human decision making in general. Our study (...)
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  11. Low attention impairs optimal incorporation of prior knowledge in perceptual decisions.Jorge Morales, Guillermo Solovey, Brian Maniscalco, Dobromir Rahnev, Floris P. de Lange & Hakwan Lau - 2015 - Attention, Perception, and Psychophysics 77 (6):2021-2036.
    When visual attention is directed away from a stimulus, neural processing is weak and strength and precision of sensory data decreases. From a computational perspective, in such situations observers should give more weight to prior expectations in order to behave optimally during a discrimination task. Here we test a signal detection theoretic model that counter-intuitively predicts subjects will do just the opposite in a discrimination task with two stimuli, one attended and one unattended: when subjects are probed to discriminate the (...)
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  12.  59
    Me or not me – An optimal integration of agency cues?Matthis Synofzik, Gottfried Vosgerau & Axel Lindner - 2009 - Consciousness and Cognition 18 (4):1065-1068.
    Recent work has demonstrated that the sense of agency is not only determined by efference-copy-based internal predictions and internal comparator mechanisms, but by a large variety of different internal and external cues. The study by Moore and colleagues [Moore, J. W., Wegner, D. M., & Haggard, P. . Modulating the sense of agency with external cues. Conscious and Cognition] aimed to provide further evidence for this view by demonstrating that external agency cues might outweigh or even substitute efferent signals to (...)
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  13.  10
    Application of Flower Pollination Algorithm for Solving Complex Large-Scale Power System Restoration Problem Using PDFF Controllers.G. Ganesan Subramanian, Albert Alexander Stonier, Geno Peter & Vivekananda Ganji - 2022 - Complexity 2022:1-12.
    Automatic Generation Control in modern power systems is getting complex, due to intermittency in the output power of multiple sources along with considerable digressions in the loads and system parameters. To address this problem, this paper proposes an approach to calculate Power System Restoration Indices of a 2-area thermal-hydro restructured power system. This study also highlights the necessary ancillary service requirements for the system under a deregulated environment to cater to large-scale power failures and entire system outages. An abrupt (...)
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  14. Dynamics of nonlinear feedback control.H. Snippe & J. H. van Hateren - 2004 - In Robert Schwartz (ed.), Perception. Malden Ma: Blackwell. pp. 182-182.
    Feedback control in neural systems is ubiquitous. Here we study the mathematics of nonlinear feedback control. We compare models in which the input is multiplied by a dynamic gain (multiplicative control) with models in which the input is divided by a dynamic attenuation (divisive control). The gain signal (resp. the attenuation signal) is obtained through a concatenation of an instantaneous nonlinearity and a linear low-pass filter operating on the output of the feedback loop. (...)
     
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  15.  31
    Dividing Attention Between Tasks: Testing Whether Explicit Payoff Functions Elicit Optimal Dual-Task Performance.George D. Farmer, Christian P. Janssen, Anh T. Nguyen & Duncan P. Brumby - 2018 - Cognitive Science 42 (3):820-849.
    We test people's ability to optimize performance across two concurrent tasks. Participants performed a number entry task while controlling a randomly moving cursor with a joystick. Participants received explicit feedback on their performance on these tasks in the form of a single combined score. This payoff function was varied between conditions to change the value of one task relative to the other. We found that participants adapted their strategy for interleaving the two tasks, by varying how long they spent (...)
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  16.  8
    A Linear Parameter Varying Control Approach for DC/DC Converters in All-Electric Boats.Soroush Azizi, Mohammad Hassan Asemani, Navid Vafamand, Saleh Mobayen & Mohammad Hassan Khooban - 2021 - Complexity 2021:1-12.
    Utilization of renewable energies in association with energy storage is increased in different applications such as electrical vehicles, electric boats, and smart grids. A robust controller strategy plays a significant role to optimally utilize the energy resources available in a power system. In this paper, a suitable controller for the energy resources of an EB which consists of a 5 kW solar power plant, 5 kW fuel cell, and 2 kW battery package is designed based on the linear parameter varying (...)
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  17.  26
    Adaptive Feedback Control for Synchronization of Chaotic Neural Systems with Parameter Mismatches.Qian Ye, Zhengxian Jiang & Tiane Chen - 2018 - Complexity 2018:1-8.
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  18.  13
    Feedback controls and G2 checkpoints: Fission yeast as a model system.Katherine S. Sheldrick & Antony M. Carr - 1993 - Bioessays 15 (12):775-782.
    Dependency relationships within the cell cycle allow cells to arrest the cycle reversibly in response to agents or conditions that interfere with specific aspects of its normal progression. In addition, overlapping pathways exist which also arrest the cell cycle in response to DNA damage. Collectively, these control mechanisms have become known as checkpoints. Analysis of checkpoints is facilitated by the fact that dependency relationships within the cell cycle, such as the dependency of mitosis on the completion of DNA synthesis, (...)
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  19.  35
    Feedback control of one’s own action: Self-other sensory attribution in motor control.Tomohisa Asai - 2015 - Consciousness and Cognition 38:118-129.
  20.  39
    Optimal metacognitive control of memory recall.Frederick Callaway, Thomas L. Griffiths, Kenneth A. Norman & Qiong Zhang - 2024 - Psychological Review 131 (3):781-811.
  21.  7
    Information, Incentives and the Economics of Control.G. C. Archibald - 1992 - Cambridge University Press.
    This 1992 book examines alternative methods for achieving optimality without all the apparatus of economic planning, or a vain reliance on sufficiently 'perfect' competition. All rely entirely on the self-interest of economic agents and voluntary contract. The author considers methods involving feedback iterative controls which require the prior selection of a 'criterion function', but no prior calculation of optimal quantities. The target is adjusted as the results for each step become data for the criterion function. Implementation is built (...)
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  22.  33
    Dynamics and Optimal Harvesting Control for a Stochastic One-Predator-Two-Prey Time Delay System with Jumps.Tingting Ma, Xinzhu Meng & Zhengbo Chang - 2019 - Complexity 2019:1-19.
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  23.  43
    Static output-feedback control for interval type-2 discrete-time fuzzy systems.Yabin Gao, Hongyi Li, Mohammed Chadli & Hak-Keung Lam - 2016 - Complexity 21 (3):74-88.
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  24.  18
    Spontaneous cell polarization: Feedback control of Cdc42 GTPase breaks cellular symmetry.Sophie G. Martin - 2015 - Bioessays 37 (11):1193-1201.
    Spontaneous polarization without spatial cues, or symmetry breaking, is a fundamental problem of spatial organization in biological systems. This question has been extensively studied using yeast models, which revealed the central role of the small GTPase switch Cdc42. Active Cdc42‐GTP forms a coherent patch at the cell cortex, thought to result from amplification of a small initial stochastic inhomogeneity through positive feedback mechanisms, which induces cell polarization. Here, I review and discuss the mechanisms of Cdc42 activity self‐amplification and dynamic (...)
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  25.  59
    Time-Delayed Feedback Control in the Multiple Attractors Wind-Induced Vibration Energy Harvesting System.Qin Guo, Zhongkui Sun, Ying Zhang & Wei Xu - 2019 - Complexity 2019:1-11.
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  26.  42
    Cholecystokinin (CCK): Negative feedback control for opioid analgesia.Ji-Sheng Han - 1997 - Behavioral and Brain Sciences 20 (3):451-451.
    Negative feedback is an important mechanism whereby the organism maintains its balance in a complicated system. It may beregarded as a modern version of the ancient Eastern wisdom of Yin and Yang balance. Control of pain and analgesia, is no exception: CCK seems to serve as a built-in mechanism for the modulation of opioid analgesia system [dickenson].
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  27.  19
    Bifurcation Based-Delay Feedback Control Strategy for a Fractional-Order Two-Prey One-Predator System.Shuai Li, Chengdai Huang & Xinyu Song - 2019 - Complexity 2019:1-13.
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  28.  62
    Reality Monitoring and Feedback Control of Speech Production Are Related Through Self-Agency.Karuna Subramaniam, Hardik Kothare, Danielle Mizuiri, Srikantan S. Nagarajan & John F. Houde - 2018 - Frontiers in Human Neuroscience 12.
  29.  21
    Ecological complexity and feedback control in a prey-predator system with Holling type III functional response.Kunal Chakraborty - 2016 - Complexity 21 (5):346-360.
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  30.  53
    On Designing Feedback Controllers for Master-Slave Synchronization of Memristor-Based Chua’s Circuits.Ke Ding - 2018 - Complexity 2018:1-8.
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  31.  18
    Fixed-Time Feedback Control of the Hydraulic Turbine Governing System.Caoyuan Ma, Chuangzhen Liu & Xuezi Zhang - 2018 - Complexity 2018:1-9.
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  32.  12
    A faulty negative feedback control underlies the schizophrenic syndrome?Arvid Carlsson & Maria Carlsson - 1991 - Behavioral and Brain Sciences 14 (1):20-21.
  33.  26
    A Multistage Feedback Control Strategy for Producing 1,3-Propanediol in Microbial Continuous Fermentation.Honghan Bei, Lei Wang, Jing Sun & Liwei Zhang - 2019 - Complexity 2019:1-9.
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  34.  11
    Decentralized Piecewise Fuzzy ℋ∞ Output Feedback Control for Large-Scale Nonlinear Systems with Time-Varying Delay.Zhixiong Zhong, Zhenhua Shao & Tianxiang Chen - 2016 - Complexity 21 (S2):268-288.
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  35.  18
    Dynamic Analysis and Degenerate Hopf Bifurcation-Based Feedback Control of a Conservative Chaotic System and Its Circuit Simulation.Xiaojuan Zhang, Mingshu Chen, Yang Wang, Huaigu Tian & Zhen Wang - 2021 - Complexity 2021:1-15.
    A novel conservative chaotic system with no equilibrium is investigated in this study. Various dynamics such as the conservativeness, coexistence, symmetry, and invariance are presented. Furthermore, a partial-state feedback control scheme is proposed, and the stable domain of control parameters is analyzed based on the degenerate Hopf bifurcation. In order to verify the numerical simulation analysis, an analog circuit is designed. The simulation results show that the output of the analog circuit system can reproduce the numerical simulation (...)
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  36.  22
    A new hybrid algorithm based on optimal fuzzy controller in multimachine power system.Noradin Ghadimi - 2016 - Complexity 21 (1):78-93.
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  37.  12
    Asynchronous Stabilization of Nonlinear Markov Jump Singularly Perturbed Systems via Fuzzy Static Output Feedback Control.Baogang Ding, Tingting Ma, Xiaoxin Feng & Yueying Wang - 2021 - Complexity 2021:1-10.
    This study focuses on the static output feedback control of nonlinear Markov jump singularly perturbed systems within the framework of Takagi–Sugeno fuzzy approximation. From a practical point of view, the phenomenon of asynchronous switching between the plant and the controller is considered and characterized by a finite piecewise-homogenous Markov process. Particularly, for facilitating the controller synthesis, the closed-loop system is transformed into a fuzzy Markov jump singularly perturbed descriptor system by adopting descriptor representation. In order to fully accommodate (...)
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  38.  32
    Stability and Hopf bifurcation analysis of novel hyperchaotic system with delayed feedback control.Mani Prakash & Pagavathigounder Balasubramaniam - 2016 - Complexity 21 (6):180-193.
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  39.  34
    Positioning control for a linear actuator with nonlinear friction and input saturation using output-feedback control.Nan Wang, Jinyong Yu & Weiyang Lin - 2016 - Complexity 21 (S2):191-200.
  40.  20
    Autonomic defense: Thwarting automated attacks via real‐time feedback control.Derek Armstrong, Sam Carter, Gregory Frazier & Tiffany Frazier - 2003 - Complexity 9 (2):41-48.
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  41.  28
    Master-slave synchronization criteria for chaotic hindmarsh-rose neurons using linear feedback control.Ke Ding & Qing-Long Han - 2016 - Complexity 21 (5):319-327.
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  42.  13
    A Brief Overview of Optimal Robust Control Strategies for a Benchmark Power System with Different Cyberphysical Attacks.Bo Hu, Hao Wang, Yan Zhao, Hang Zhou, Mingkun Jiang & Mofan Wei - 2021 - Complexity 2021:1-10.
    Security issue against different attacks is the core topic of cyberphysical systems. In this paper, optimal control theory, reinforcement learning, and neural networks are integrated to provide a brief overview of optimal robust control strategies for a benchmark power system. First, the benchmark power system models with actuator and sensor attacks are considered. Second, we investigate the optimal control issue for the nominal system and review the state-of-the-art RL methods along with the NN implementation. (...)
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  43.  18
    Exponential Synchronization of Neural Networks via Feedback Control in Complex Environment.Xiaoxiao Lv, Xiaodi Li, Jinde Cao & Peiyong Duan - 2018 - Complexity 2018:1-13.
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  44.  39
    Relaxed fuzzy observer-based output feedback control synthesis of discrete-time nonlinear control systems.Hongxia Yu, Xiangpeng Xie, Jiawei Zhang, Donghong Ning & Yuan-Wei Jing - 2016 - Complexity 21 (S1):593-601.
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  45.  29
    Nonlinear Torsional Vibration Analysis and Nonlinear Feedback Control of Complex Permanent Magnet Semidirect Drive Cutting System in Coal Cutters.Lianchao Sheng, Wei Li, Gaifang Xin, Yuqiao Wang, Mengbao Fan & Xuefeng Yang - 2019 - Complexity 2019:1-14.
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  46.  42
    Optimality in human motor performance: Ideal control of rapid aimed movements.David E. Meyer, Richard A. Abrams, Sylvan Kornblum & Charles E. Wright - 1988 - Psychological Review 95 (3):340-370.
  47.  9
    Optimal Tag-Based Cooperation Control for the “Prisoner’s Dilemma”.Rui Dong, Xinghong Jia, Xianjia Wang & Yonggang Chen - 2020 - Complexity 2020:1-19.
    A long-standing problem in biology, economics, and social sciences is to understand the conditions required for the emergence and maintenance of cooperation in evolving populations. This paper investigates how to promote the evolution of cooperation in the Prisoner’s Dilemma game. Differing from previous approaches, we not only propose a tag-based control mechanism but also look at how the evolution of cooperation by TBC can be successfully promoted. The effect of TBC on the evolutionary process of cooperation shows that it (...)
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  48.  17
    Sensory feedback mechanisms in performance control: With special reference to the ideo-motor mechanism.Anthony G. Greenwald - 1970 - Psychological Review 77 (2):73-99.
  49.  21
    David A. Mindell. Between Human and Machine: Feedback, Control, and Computing before Cybernetics. xiv+439 pp., illus., bibl., index. Baltimore: Johns Hopkins University Press, 2002. $46. [REVIEW]Stephen B. Johnson - 2003 - Isis 94 (4):698-699.
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  50.  5
    Output Feedback Recursive Dynamic Surface Control with Antiwindup Compensation.Guofa Sun, Hui Du, Gang Wang & Hanbo Yu - 2021 - Complexity 2021:1-16.
    Actuator saturation phenomenon often exists in the actual control system, which could destroy the closed-loop performance of the system and even lead to unstable behavior. Our main contribution is to provide an antiwindup recursive dynamic surface control for a discrete-time system with an unknown state and actuator saturation. The fuzzy compensator is added to perform as an active disturbance rejection term in the feedforward path to avoid windup caused by input saturation. To construct output feedback control, (...)
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