Hybrid adaptive control strategy was developed and tested for the degradation of propylene glycol, a major component in de-icing waste, in an anaerobic fluidized bed bioreactor (AFBR). A linearized model with time-var...
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Hybrid adaptive control strategy was developed and tested for the degradation of propylene glycol, a major component in de-icing waste, in an anaerobic fluidized bed bioreactor (AFBR). A linearized model with time-varying parameters was first employed to describe the dynamic behavior of the AFBR using a recursive off-line system identification method. A hybrid adaptive control strategy was then tested using a recursive off-line system identification routine followed by an on-line adaptive optimal control algorithm. The objective of the controller was to achieve the desired set point value of the propionate concentration (stand-alone control output variable) by manipulating the dilution rate (control input variable). To do so, the optimal control law was developed by minimizing a cost function with constraint equations. This novel idea was successfully applied to the underlying system for 200 h. The set point (700 mg HPr l(-1)) was achieved even in the case where the feed concentration suddenly increased by 50% (9000 mg HPr l(-1) to 13 500 mg HPr l(-1)). (C) 2003 Elsevier Science B.V. All rights reserved.
To minimize the frequency settling time, an attempt to optimize the parameters of the 3(rd) order PLL frequency synthesizer (FS) is described in this paper. Using the quasi-continuous analysis, the analytical expressi...
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ISBN:
(纸本)5742202601
To minimize the frequency settling time, an attempt to optimize the parameters of the 3(rd) order PLL frequency synthesizer (FS) is described in this paper. Using the quasi-continuous analysis, the analytical expressions for calculating the suboptimal ratios of parameters for the loop filter are derived, expecting the linear transfer characteristic of phase-frequency detector (PFD), and constant gain of the voltage controlled oscillator (VCO). The proposed analytical results can serve as the basis for optimizing the low pass filter (LPF) parameters to ensure the fastest frequency switching process in the PLL FS at a predicted value of the residual frequency error. For practical use, the impact of parameter tolerances to the actual settling time is considered. It is shown that the minimum settling time is considerably sensitive to the values of the LPF component parameters.
In this paper, a short review of the work done in the framework of a nation-wide research programme on 'models and Methods for Plasma Control in Magnetically Confined Fusion Experiments' is presented. The broa...
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In this paper, a short review of the work done in the framework of a nation-wide research programme on 'models and Methods for Plasma Control in Magnetically Confined Fusion Experiments' is presented. The broad aim of the overall programme is to develop and propose a new effective and reliable approach to the on-line plasma control for future fusion experiments, starting from the today's theoretical background, validated by experimental evidence from a number of tests performed on existing experiments. The proposed formulation to approach the control problem is a linearized model in terms of suitable state variables and input/output relationships. The basic project has been subdivided into four major areas of investigation: the linearized response plasma model, the three-dimensional electromagnetic model, the identification techniques and finally the plasma control requirements. The most remarkable results, achieved so far in each area above, are presented in the paper. (C) 2001 Elsevier Science B.V. All rights reserved.
Many studies on control of dynamic biped walking have been done in the past two decades. While the biped dynamics is highly nonlinear, the stability analysis, if done, is usually based on a linearized model. The valid...
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Many studies on control of dynamic biped walking have been done in the past two decades. While the biped dynamics is highly nonlinear, the stability analysis, if done, is usually based on a linearized model. The validity of the linearized model may become questionable if the walking involves states that are too far away from the operating point. In this paper, an approach for evaluating the robustness based on the linearized Poincare map is suggested and examined. The Poincare map is a useful tool to investigate the periodic motion of a dynamic system. Using the Poincare map, one can study an associated discrete time map instead of studying the continuous time system directly. Investigation of stability of a periodic motion can be reduced to the study of the stability of a fixed point of the Poincare map. The computational method that results in a measurement for evaluating the robustness of biped locomotion is developed. Our simulation study has verified that the suggested measurement is a good indicator.
In this paper an electrodynamic suspension system for maglev vehicles is analysed, in which the active damping of the vertical oscillations is obtained without position, velocity and acceleration transducers. The damp...
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In this paper an electrodynamic suspension system for maglev vehicles is analysed, in which the active damping of the vertical oscillations is obtained without position, velocity and acceleration transducers. The damping effect is accomplished controlling the supply voltage of the damping coil to respond to current changes due to vertical oscillations. The stability of the suspension system is investigated by a linearized analysis of the model equations, emphasising the influence of the voltage regulator parameters. The performance of the damping system, in terms of step response and ride quality, is also discussed.
In this paper, a delay model for competitive economyic system is presented to replace the Walras-Samuelson model, some analyses are given and a stability criterion is given. Finally,some remarks are given to show the ...
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In this paper, a delay model for competitive economyic system is presented to replace the Walras-Samuelson model, some analyses are given and a stability criterion is given. Finally,some remarks are given to show the superiority of this criterion and the delay model.
An algorithm for constructing dynamic models of single-arm robots is presented in this paper. Motion equations of robots in analytical form are derived applying a fully automated procedure. It is shown that the soluti...
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An algorithm for constructing dynamic models of single-arm robots is presented in this paper. Motion equations of robots in analytical form are derived applying a fully automated procedure. It is shown that the solution of a direct and/or inverse problem based on the analytical model requires considerably fewer floating-point multiplications/additions than is the case with previously-developed numerical methods. The developed method is therefore very suitable for real-time application of robot dynamic models. The developed program package is illustrated using the example of Stanford manipulator.
Routh approximant method is used to reduce the order of a single machine infinite bus system with excitation control. This is accomplished by reducing the synchronous machine and the excitation system separately and c...
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Routh approximant method is used to reduce the order of a single machine infinite bus system with excitation control. This is accomplished by reducing the synchronous machine and the excitation system separately and combining them to form the lower dimensional model. A method to obtain dynamic equivalent for a 2 machine system is аlso presented. Making use of the output matrix of the reduced order model the variation of the rotor angle δ can easily be found.
Revised December 13, 1976To examine the stability of the natural mode. the followinv method is develooed. Atfirst, the characteristic equation is derived by applying the finite element method to the basic equation for...
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Revised December 13, 1976To examine the stability of the natural mode. the followinv method is develooed. Atfirst, the characteristic equation is derived by applying the finite element method to the basic equation for the natural mode. Then, the Nyquist stability criterion is applied to this equation for the present purpose. Using this method, the lowest threshold values of the moderator temperature coeffi-cient are evaluated by trial and error for the azimuthal modes : 1, cos θ, cos 29, cos 3θ. Thereupon these results are compared with those of the previous method, which used the flux shape mode as a basis of modal expansion. Both agreed well. Based on these results, we may conclude that the previous analysis gives a good approximation for the lowest threshold value of an azimuthal mode, although a more extensive study is needed for a reactor of different composition. We can examine the stability of the natural mode by this method without evaluatingthe actual shape of radial modes, but we cannot thereby distinguish their relative stabil-ities
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