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The designed servo controllers' performances are satisfactory in spite of using the reduced order LPS model.
Using the reduced order observer, the sliding mode control is designed in output feedback form.
An exactly reduced version of the crosstalk model was generated using the reduced order modeling approach we introduced above.
This optimal solution obtained using the reduced order model (29)- (31) was implemented in the "real" (finite element) process.
Figure 5(b) represents spatial distribution of the v state variable at a given time instant computed using the reduced order model.
However, the quality of the optimization is improved by using the reduced order numerical model.
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In this paper, the proper dynamic output feedback controller for the fast sampling discrete-time singularly perturbed system is addressed using the reduced-order model.
In this paper, we focus on the problem of designing a proper but not strictly proper dynamic output feedback controller for a class of fast sampling discrete-time singularly perturbed systems using the reduced-order model.
Previous works demonstrated the use of the reduced order modeling for a single physics code, such as a radiation transport calculation.
A range of test cases, from airfoils to full aircraft, have been used to evaluate and validate the reduced order methods.
Stability of the reduced order model using this approach is demonstrated on several model problems, where a suitable approximation basis is generated using proper orthogonal decomposition of a transient computational fluid dynamics simulation.
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