An approximation method for numerical solution of multi-dimensional feedback delay fractional optimal control problems by Bernstein polynomials [PDF]
In this paper we present a new method for solving fractional optimal control problems with delays in state and control. This method is based upon Bernstein polynomial basis and using feedback control.
Elahe Safaie, Mohammadhadi Farahi
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This paper presents a novel delay-dependent dissipative control synthesis technique with a state-feedback structure for input-delayed suspension systems using a tighter bounding technique. By more accurately estimating the derivative of the LKF, we focus
Hyun Duck Choi, Seok-Kyoon Kim
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Implicit feedback policies for COVID-19: why “zero-COVID” policies remain elusive
Successful epidemic modeling requires understanding the implicit feedback control strategies used by populations to modulate the spread of contagion. While such strategies can be replicated with intricate modeling assumptions, here we propose a simple ...
Ali Jadbabaie +2 more
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Proportional-Derivative State-Feedback Control for Singular Systems With Input Quantization
This paper deals with an admissibilization problem of singular systems with uniform input quantization. The aim is to design a controller to guarantee the admissibility of the closed-loop system.
Seok Young Lee, Nam Kyu Kwon
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Analysis of collocated feedback controllers for four-bar planar mechanisms with joint clearances [PDF]
International audienceThis article presents an analysis of two-dimensional four-bar mechanisms with joint clearance, when one joint is actuated by collocated open-loop or state feedback controllers (proportional-derivative, state feedback linearization ...
Acary, Vincent +2 more
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Feedback Control of Two-mode Output Entanglement and Steering in Cavity Optomechanics [PDF]
We show that the closed-loop control obtained by feeding back the derivative of the signal from the homodyne measurement of one mode of the light exiting a two-mode optical cavity interacting with a mechanical resonator permits to control and increase ...
Asjad, Muhammad +2 more
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Robust State‐Derivative Feedback LMI‐Based Designs for Linear Descriptor Systems
Techniques for stabilization of linear descriptor systems by state‐derivative feedback are proposed. The methods are based on Linear Matrix Inequalities (LMIs) and assume that the plant is a controllable system with poles different from zero. They can include design constraints such as: decay rate, bounds on output peak and bounds on the state ...
Faria, Flavio A. +3 more
openaire +4 more sources
Design of Feedback Controls Supporting TCP Based on the State–Space Approach [PDF]
This paper investigates how to design feedback controls supporting transmission control protocol (TCP) based on the state-space approach for the linearized system of the well-known additive increase multiplicative decrease (AIMD) dynamic model.
Kim, Ki Baek
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In this article, the hydraulic drive unit that drives the movement of the joint of a legged robot was researched, aiming at improving the control accuracy of the position-based impedance control system with dual input and single output.
Qixin Zhu +5 more
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On Stabilization of Linear Switched Singular Systems via P-D State Feedback
Impulsive phenomenon and state jumps at switching instants are inevitable control difficulties in the study of stability for switched singular systems. Proportional-derivative (P-D) state feedback may be an effective way to eliminate impulsive behaviors ...
Zairui Gao, Yunlong Liu, Ziyun Wang
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