Spectral-based optimal output-feedback boundary control of a cracking catalytic reactor PDE model
Author | Aksikas, Ilyasse |
Available date | 2024-03-18T06:08:40Z |
Publication Date | 2024 |
Publication Name | International Journal of Control |
Resource | Scopus |
ISSN | 207179 |
Abstract | This research paper focuses on the design of a boundary optimal controller with output feedback for a tubular catalytic cracking reactor. The process is represented by a set of non-linear parabolic partial differential equations (PDEs). The approach involves utilising the linearised infinite-dimensional version of the model, taking advantage of the system generator being a Riesz spectral operator. A stabilising compensator is designed by leveraging the eigenvalues and eigenvectors of the system generator. This paper also includes numerical simulations to demonstrate the performance of the developed algorithm. |
Sponsor | This work is supported by Qatar University Grant CDIRCC- 2023-112. The authors confirm that there are no relevant financial or non-financial competing interests to report. |
Language | en |
Publisher | Taylor and Francis Ltd. |
Subject | boundary control Catalytic cracking process optimal control output feedback control parabolic PDEs Riesz spectral operator |
Type | Article |
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Mathematics, Statistics & Physics [726 items ]