Mchiri Mohamed’s research while affiliated with National Engineering School of Tunis and other places

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Publications (4)


Figure 1.  Real and estimated pendulum position in the uncontrolled case.
Figure 2.  Real and estimated pendulum position in the controlled case.
Figure 3.  Finite-time velocity estimation error of the pendulum system.
Figure 4.  Velocity estimation error. A comparison on methods.
Figure 5.  (a, b) Oscillations around sliding surface. A comparison on methods.

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Design of a nonlinear observer for mechanical systems with unknown inputs
  • Article
  • Full-text available

December 2013

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166 Reads

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3 Citations

Mchiri Mohamed

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This paper deals with the design of nonlinear observers for a class of nonlinear mechanical systems in presence of uncertainties (or unknown inputs). Based on sliding-mode technique, a novel observer structure is developed in order to reconstruct the unmeasured velocity variable. The proposed observer guarantees an asymptotic velocity observation also in presence of uncertainties. Simulation results are included to show the effectiveness of our method.

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Chaos Suppression in forced Van Der Pol Oscillator

April 2013

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458 Reads

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2 Citations

International Journal of Computer Applications

paper presents a new method of controlling chaos in the nonlinear Van Der Pol oscillator with uncertainties. The proposed method is based on a nonlinear observer to estimate unmeasured velocity signal coupled to a control law. The observer ensures, firstly, an asymptotic convergence of the velocity estimation error. Then, the control law, which is based on the estimated variables, forces the output system to track a desired trajectory despite presence of uncertainties (external forces) on the system dynamics. Simulation results are provided to show the effectiveness of the proposed control strategy.


Sliding mode observer for nonlinear mechanical systems subject to nonsmooth impacts

June 2010

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34 Reads

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3 Citations

In control mechanical systems design, the velocity signal is not always available and may be corrupted by noise. It is therefore necessary to estimate it in order to construct the control law. This paper proposes a new sliding mode observer for nonlinear mechanical systems subject to nonsmooth impacts. The estimation of the velocity signal is derived from only position measurements. The proposed observer ensures an asymptotic velocity observation also in presence of non-smooth impacts. Excellent simulation results are included to show the effectiveness of the proposed approach.


Neural networks based control of chaotic Phase-Locked Loop

August 2008

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18 Reads

In this paper, a neural network controller is applied to control (suppress) chaotic behavior in a theoretical model of a third order phase locked loop (PLL). It is demonstrated that the neural network controller can successfully cause the phase error to behave in a desired way. The performance of the neural network control method is compared to that of previously used LTI filters showing hence, the efficiency of neural networks (NNspsila) based control.

Citations (2)


... The issue of state estimation has been extensively investigated in the last decade and became a very active topic in the modern control theory, which can be widely used to various applications such as state feedback controller design and fault diagnosis. The traditional observer including of unknown input observer can estimate the system states even if there are some unknown disturbances in the control system (Bejarano & Pisano, 2011;Darouach et al., 1994;Mohamed et al., 2013;Soleymani et al., 2020;Trinh et al., 2008;F. Yang & Wilde, 1988;J. ...

Reference:

Reduced-order observer-based interval estimation for discrete-time linear systems
Design of a nonlinear observer for mechanical systems with unknown inputs

... A more rigorous direction to estimate unmeasurable states in literature is nonlinear observer design. For instance, sliding observers were designed for general nonlinear systems by Slotine et al. in [3], for robot manipulators by Wit et al. in [4], and for mechanical systems subject to impacts by Mohamed et al. in [5]. However, all these observers require exact model knowledge to compensate for nonlinearities in the system. ...

Sliding mode observer for nonlinear mechanical systems subject to nonsmooth impacts
  • Citing Conference Paper
  • June 2010