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Design and Implementation of the Washout Filter for the Stewart-Gough Motion Platform
2019 International Conference on Computational Intelligence and Knowledge Economy (ICCIKE), 2019Motion simulators are gaining popularity for training, quality-assurance and gaming purposes. Washout-filter is considered to be the core component of such motion platforms. This work presents the theoretical background of washout filter for Stewart-Gough flight Simulator followed by its design implementation on MATLAB/Simulink.
Muhammad Affan +3 more
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Washout Filters in the Bifurcation Control of High Alpha Flight Dynamics
1991 American Control Conference, 1991Washout filters are employed in the design of stabilizing controllers for systems undergoing bifurcations. Moreover, the advantages of using washout filters are demonstrated in the control of a high angle-of-attack nonlinear aircraft model. In the bifurcation control of an F-8 model in [2], the performance of the controller depended on a priori ...
Hsien-Chiarn Lee, Eyad H. Abed
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Anti-control of Hopf bifurcation for Chen's system through washout filters
Neurocomputing, 2010In this paper, we consider the problem of anti-controlling bifurcations for Chen's system, that is, a certain bifurcation is created at a desired location with preferred properties by appropriate control. Washout-filter-aided dynamic feedback control laws are developed for the creation of Hopf bifurcations. By choosing appropriate control parameter, we
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An optimal washout filter design for a motion platform with senseless and angular scaling maneuvers
Proceedings of the 2010 American Control Conference, 2010The motion cueing algorithms are often applied in the motion simulators. In this paper, an optimal washout filter, taking into account the limitation of the simulator's workspace, is designed for the motion platform aiming to minimize human' s perception error in order to provide realistic behavior.
Sung-Hua Chen, Li-Chen Fu
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Hopf bifurcation in a control system for the Washout filter-based delayed neural equation
Chaos, Solitons & Fractals, 2005A class of neural networks with time delays which describes a chaotic control model based on a Washout filter is studied. A stability analysis of the periodic orbit of the control systems is presented by the authors. Numerical simulations are given as well.
Zhou, Shangbo +3 more
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Neural Networks, 2011
We discuss the suppression of collective synchrony in a system of interacting neural groups. The study is motivated by attempts to develop effective techniques for the elimination of pathological brain rhythms in networks involving many distinct brain regions, such as epileptic systems.
Ming Luo, Jian Xu 0005
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We discuss the suppression of collective synchrony in a system of interacting neural groups. The study is motivated by attempts to develop effective techniques for the elimination of pathological brain rhythms in networks involving many distinct brain regions, such as epileptic systems.
Ming Luo, Jian Xu 0005
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Design of Electric Vehicle Yaw Controller Using Washout Filter
2012Electric vehicles, as green and non-polluting transport means, have shown an accelerating development trend throughout the world. Its safety is partly due to the yaw control performance. Based on the description of electric vehicle state-space model during cruising and the analysis of vehicle open loop impulse response, a yaw controller based washout ...
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IMPLEMENTATION OF A WASHOUT FILTER USED IN STEWART PLATFORM
23rd ABCM International Congress of Mechanical Engineering, 2015null Rodrigo Cristian Lemes +6 more
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Speed Regulation of a Permanent Magnet DC Motor with Sliding Mode Control Based on Washout Filter
Symmetry, 2022John E Candelo-Becerra +2 more
exaly
Head Centered Approach to Washout Filter Design for Motorcycle Simulators
2001Many motion base simulators have been developed in the last thirty years for many different types of vehicles. In order to make a simulation more realistic, linear accelerations and angular rates are exerted on the pilot by moving the platform on which the mock-up vehicle is located.
FERRAZZIN D +3 more
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