Adaptive control for constrained, linear systems is addressed and a solution based on Model Predictive control (MPC) and set-membership system identification is presented. The paper introduces a computationally tracta...
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l-complete approximation is a discrete abstraction method for a specific class of hybrid control problems involving purely discrete specifications. It allows for global refinement if the subsequent synthesis of superv...
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This paper presents a purely visual semantic mapping framework using omnidirectional images. The approach rests upon the robust segmentation of the robot's local free space, replacing conventional range sensors fo...
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This paper presents a purely visual semantic mapping framework using omnidirectional images. The approach rests upon the robust segmentation of the robot's local free space, replacing conventional range sensors for the generation of occupancy grid maps. The perceptions are mapped into a bird's eye view allowing an inverse sensor model directly by removing the non-linear distortions of the omnidirectional camera mirror. The system relies on a place category classifier to label the navigation relevant categories: room, corridor, doorway, and open room. Each place class maintains a separated grid map that are fused with the range-based occupancy grid for building a dense semantic map.
We propose an output feedback model predictive control (MPC) scheme that is independent of the estimation method employed. The proposed approach is non-conservative by design as the feedback information subject to est...
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The paper develops an algorithm for solving the two-dimensional nonlinear degenerate parabolic heat conduction equation with a source depending on required function, with a specified law of heat wave front motion. The...
The paper develops an algorithm for solving the two-dimensional nonlinear degenerate parabolic heat conduction equation with a source depending on required function, with a specified law of heat wave front motion. The algorithm based on the boundary element method is implemented in the form of a program. To verify it, we use exact solutions the construction of which is reducible to solving a Cauchy problem for ordinary differential equations with a singularity before the highest derivative. The solutions to the Cauchy problem are constructed in the form of power series with recurrently computed coefficients (with a proof of the statement providing its convergence) and by the boundary element method.
We study nonlinear power systems consisting of generators, generator buses, and non-generator buses. First, looking at a generator and its bus' variables jointly, we introduce a synchronization concept for a pair ...
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If a nonlinear system is differentially flat and a flat output is known, the design of a linearizing feedback law is straightforward. For state-space systems, this corresponds to the input-to-state linearization. Othe...
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If a nonlinear system is differentially flat and a flat output is known, the design of a linearizing feedback law is straightforward. For state-space systems, this corresponds to the input-to-state linearization. Otherwise, i.e., if the system is not flat or no flat output can be found, we could carry out an input-output linearization provided the system is minimum phase. In this case, only certain parts of the systems dynamics are assigned by the control law. From a theoretical point of view, this method is based on the Byrnes-Isidori normal form. A less common approach is the usage of the non-flat output in order to carry out a linearization in connection with the generalized controller canonical form [8]. The linearization is achieved by a dynamic extension. The existence of an alternative linearization method may be advantageous from a computational point of view and gives additional degrees of freedom, e.g., allowing for a higher-order of the desired closed-loop dynamics. Both approaches are illustrated on the nonlinear boost converter model.
The controller design problem to stabilize a linear time-invariant state-space system by static state feedback has been solved decades ago. Combining the static state feedback with a state observer one obtains a dynam...
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The controller design problem to stabilize a linear time-invariant state-space system by static state feedback has been solved decades ago. Combining the static state feedback with a state observer one obtains a dynamic output feedback control law. Contrary to that, the design problem of static output feedback stabilization is significantly more challenging. In this paper, we discuss the existence and the computation of stabilizing static output feedback control gains. Our approach allows additional specifications regarding the eigenvalues of the closed-loop system.
We present consensus analysis of systems with single integrator dynamics interacting via time-varying graphs under the event-triggered control paradigm. Event-triggered control sparsifies the control applied, thus red...
In order to achieve good performance of controlling quadrotors with networked delays, this paper firstly proposes a novel experimental architecture aiming to boost the whole process of the experiment and save expenses...
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In order to achieve good performance of controlling quadrotors with networked delays, this paper firstly proposes a novel experimental architecture aiming to boost the whole process of the experiment and save expenses. Secondly, different from traditional methods of mathematical modelling, the models adopted in this paper are identified rather than derived or calculated using measured systematic parameters. Thirdly, the dynamic models of the system need to be verified before implemented into further experiments. Finally, based on the classic scheme of a proportional-integral-derivative(PID) control algorithm, a predictive PID controller is designed for quadrotor trajectory tracking, and the results show that the designed controller can fulfill the task of tracking with time delays.
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