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This controller architecture separates the control design into two steps: (a) a performance controller and (b) a robustness controller.
Simulation results and comparison against (a) baseline fuzzy Q learning (FQL) controller, and (b) a recently proposed Lyapunov theory based Markov game controller showcases our controller's superior tracking performance and lower computational complexity.
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The main contributions of this paper are the development and application of (a) a static velocity feedback controller design, and (b) a dynamic acceleration feedback controller design, to a benchmark problem which is recognized as a state-of-the-art model for numerical experiments of seismic control attenuation.
Fig. 8 Block diagram of the two controllers: a open-loop control and b closed-loop control.
Resetting action has two main characteristics which should be determined: (a) when the controller states are reset and (b) how the after reset values of the controller states are determined.
The anaesthetist was asked to make four step changes of the target end-tidal concentration (+0.3, +0.6, –0.3, –0.6 vol%), either manually (Group A) or by setting the target value for the feedback controller (Group B), and then the control was changed and the step changes were repeated, in a crossover design.
Fig. 5 Control box Fig. 6 Snapshot of the actual PCB of the control module: a controller, b light controller, c LED array.
Hybrid controllers are designed to cope with the uncertainties caused by the state-dependent parameters: (a) state feedback controllers combined with delayed impulsive controller; (b) adaptive controller combined with delayed impulsive controller.
Training of ({{tilde{V}}_t}(cdot )) is performed according to the iterations of algorithm 1 by the local controller with controlled bus b, and (epsilon) tolerant subset B. The local controller of Fig. 2 provides a simplified view of the process.
The proposed SC scheme in Fig. 3 is mainly compose of two controllers: a) power droop controller; b) rotor current controller.
The condition (1.2) ensures that, at almost every instant of time, at most one of controllers b 1 ⃗ and b 2 ⃗ is active.
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