Koopman Eigenfunction-Based Identification and Optimal Nonlinear Control of Turbojet Engine
David Grasev

TL;DR
This paper introduces a novel data-driven approach using Koopman eigenfunctions for identifying and designing optimal nonlinear controllers for complex gas turbine engines, improving performance over traditional methods.
Contribution
It develops a Koopman eigenfunction-based framework for system identification and control of nonlinear engines, leveraging eigenvalue optimization and validation against reference models.
Findings
Koopman model accurately captures engine dynamics.
Koopman-based controller outperforms traditional controllers.
Enhanced disturbance rejection and tracking performance.
Abstract
Gas turbine engines are complex and highly nonlinear dynamical systems. Deriving their physics-based models can be challenging because it requires performance characteristics that are not always available, often leading to many simplifying assumptions. This paper discusses the limitations of conventional experimental methods used to derive component-level and locally linear parameter-varying models, and addresses these issues by employing identification techniques based on data collected from standard engine operation under closed-loop control. The rotor dynamics are estimated using the sparse identification of nonlinear dynamics. Subsequently, the autonomous part of the dynamics is mapped into an optimally constructed Koopman eigenfunction space. This process involves eigenvalue optimization using metaheuristic algorithms and temporal projection, followed by gradient-based…
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