In this work the optimization of the local model network structure and predictive control that utilize the local model network to predict the future response of a plant is studied. The main idea is based on development of the local linear models for the whole operating range of the controlled process. The local models are identified from measured data using clustering and local least squares method. The nonlinear plant is then approximated by a set of locally valid sub-models, which are smoothly connected using the validity function. The manipulated variable adjustments are computed through optimization at each sampling interval. The parameters of the plant at each sampling point are derived from the linearization of local model network. Th...
Whilst nonlinear system modelling, analysis and control are fundamentally important to a wide range ...
Local Controller Networks (LCNs) provide nonlinear control by interpolating between a set of locally...
In this paper we continue to explore identification of nonlinear systems using the previously propos...
In this work the structure of the network consisting of local models is optimized via iterative algo...
This paper presents a new approach for non-linear predictive control based on the local model ideas....
The paper deals with the problem of modelling nonlinear processes using the Local Model Network (LMN...
Abstract: This contribution investigates the application of a nonlinear model based adaptive predict...
Abstract-- A non-linear predictive controller is presented. It judiciously combines predictive contr...
The local model network is a set of models, each describing the same dynamic system but at different...
The local model network is a set of models, each describing the same dynamic system but at different...
In this work the use of fuzzy clustering for identification of parameters of the local model network...
This paper presents the application of an identification algorithm based on local model networks abl...
Simple, linear classical controllers are highly popular in industrial applications. However, most co...
Most industrial processes contain nonlinearities, making them difficult to control. To overcome thi...
Diese Arbeit befasst sich mit Identifikation und Regelung nichtlinearer Systeme anhand der LLM-Netze...
Whilst nonlinear system modelling, analysis and control are fundamentally important to a wide range ...
Local Controller Networks (LCNs) provide nonlinear control by interpolating between a set of locally...
In this paper we continue to explore identification of nonlinear systems using the previously propos...
In this work the structure of the network consisting of local models is optimized via iterative algo...
This paper presents a new approach for non-linear predictive control based on the local model ideas....
The paper deals with the problem of modelling nonlinear processes using the Local Model Network (LMN...
Abstract: This contribution investigates the application of a nonlinear model based adaptive predict...
Abstract-- A non-linear predictive controller is presented. It judiciously combines predictive contr...
The local model network is a set of models, each describing the same dynamic system but at different...
The local model network is a set of models, each describing the same dynamic system but at different...
In this work the use of fuzzy clustering for identification of parameters of the local model network...
This paper presents the application of an identification algorithm based on local model networks abl...
Simple, linear classical controllers are highly popular in industrial applications. However, most co...
Most industrial processes contain nonlinearities, making them difficult to control. To overcome thi...
Diese Arbeit befasst sich mit Identifikation und Regelung nichtlinearer Systeme anhand der LLM-Netze...
Whilst nonlinear system modelling, analysis and control are fundamentally important to a wide range ...
Local Controller Networks (LCNs) provide nonlinear control by interpolating between a set of locally...
In this paper we continue to explore identification of nonlinear systems using the previously propos...