The paper deals with modeling and control of the real battery assembly system, which is under implementation in the RAFI GmbH Company (one of the leading Electronic Manufacturing Service Provider in Germany). To model...
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The paper deals with modeling and control of the real battery assembly system, which is under implementation in the RAFI GmbH Company (one of the leading Electronic Manufacturing Service Provider in Germany). To model the controlled battery assembly system a unified max-plus algebra and model predictive control framework is employed. The considered system belongs to some class of discrete event system, which contains a finite number of industrial tasks and a finite number of resources, which are utilised according to a mutual-exclusion protocol. The assembly task is organised in a completely automatic way, which involves a number of robots. Thus, the proposed computational framework is used to minimize robot energy consumption while satisfying the constraints imposed on the system.
A substantial literature exists on the stability and control of 2D systems, including repetitive processes where iterative learning control algorithms designed in this setting have been experimentally verified. Most o...
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This paper deals with the problem of designing an iterative learning control algorithm for discrete linear systems using repetitive process stability theory. The resulting design produces a stabilizing output feedback...
This paper deals with the problem of designing an iterative learning control algorithm for discrete linear systems using repetitive process stability theory. The resulting design produces a stabilizing output feedback controller in the time domain and a feedforward controller that guarantees monotonic convergence in the trial-to-trial domain. The results are also extended to limited frequency range design specification. New design procedure is introduced in terms of linear matrix inequality (LMI) representations, which guarantee the prescribed performances of ILC scheme. A simulation example is given to illustrate the theoretical developments.
This paper develops a new set of conditions for the strong practical stability and stabilization of linear differential repetitive processes, where controller design includes regional pole constraints. The proposed st...
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This paper develops a new set of conditions for the strong practical stability and stabilization of linear differential repetitive processes, where controller design includes regional pole constraints. The proposed stability conditions reduce the problem of determining whether a linear repetitive process is stable (in sense of strong practical stability) or not to that of checking for the existence of a solution to a set of linear matrix inequalities (LMIs). The resulting conditions overcome some drawbacks of already known results and allow control law design in the presence of practically motivated design specifications such as regional constraints on the location of the eigenvalues of the limit profile matrices of the controlled process. The validity of the developed results are demonstrated by numerical example.
The paper deals with robust model predictive control designed using recurrent neural network. A dynamic neural network is trained to act as the one-step ahead predictor, which is then used successively to obtain k-ste...
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The paper deals with robust model predictive control designed using recurrent neural network. A dynamic neural network is trained to act as the one-step ahead predictor, which is then used successively to obtain k-step ahead prediction of the plant output. Based on the neural predictor, the control law is derived solving a constrained optimization problem. The robustness of the considered predictive scheme is derived using the concept of an error model. Based on the developed robust model, a optimization problem is redefined. Two solutions are portrayed. The first one is to change the cost function in order to consider the robust model of the plant, while the second one is to impose constraints on the process output using derived uncertainty bands.
In the paper we deal with control of spatially invariant systems described by parabolic partial differential equations with one temporal and one spatial variables. We propose an algorithm for design of deadbeat contro...
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In the paper we deal with control of spatially invariant systems described by parabolic partial differential equations with one temporal and one spatial variables. We propose an algorithm for design of deadbeat controllers. The algorithm is based on polynomial methods. It consists in solving a linear equation with bi-variate polynomials. Numerical example and simulations are included.
The paper deals with the problem of robust predictive fault-tolerant control for nonlinear discrete-time systems described by the Takagi-Sugeno models. The proposed approach consists of three steps, i.e. it starts fro...
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Industry regulations and standards are placing ever increasing limitations on the individual and total harmonic distortion levels that can be injected into the grid and hence an LCL circuit becomes an attractive optio...
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Industry regulations and standards are placing ever increasing limitations on the individual and total harmonic distortion levels that can be injected into the grid and hence an LCL circuit becomes an attractive option to interconnect an inverter to the utility grid. However, despite the benefits of LCL filter in reducing the switching harmonics, the inherent resonance present in this filter can cause a closed-loop stability problem due to increased grid current distortion. This paper develops a model predictive based current control for a three-phase grid connected converter with an LCL filter. The objective is to provide fast tracking response of the desired system reference coupled with suppression of the resonance disturbance caused by the LCL filter.
Previous research has shown that repetitive processes, a class of 2D systems, can be used to design linear model based iterative learning control laws for convergence and transient performance, with supporting experim...
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Repetitive processes are a class of two-dimensional systems that arise in the modeling of physical examples and also the control systems theory developed for them has, in the case of linear dynamics, been applied to d...
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