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Dra. Norelys Águila Camacho

Dra. Norelys Águila Camacho

  • Ingeniera en Automática
  • Ingeniera Civil Eléctrica
  • Magíster en Informática Industrial y Automatización
  • Doctora en Ingeniería Eléctrica
  • Facultad de Ingeniaría (FING)
  • Departamento de Electricidad
  • norelys.aguila@utem.cl
Líneas de Investigación:
  • Diseño y análisis de controladores no adaptativos de orden fraccionario
  • Diseño y análisis de controladores adaptativos de orden entero y fraccionario
  • Diseño y análisis de controladores conmutados para optimizar la energía de control
  • Diseño de controladores conmutados para optimizar la energía de control
  • Aplicaciones
Proyectos:

Improving the energy efficiency using fractional controllers: design, analysis and applications. FONDECYT Initiation in Research, Principal Investigator.
2017 – 2021

Research and Development of an electronic feeder for maximum efficiency in induction motors. FONDEF Idea, Researcher.
2018 – 2020

Development of Fractional Order Tools for Stability, Estimation and Control of Systems and Applications. FONDECYT Regular,
Co-Investigator.
2019 – 2023

Design and analysis of switched fractional order controllers for optimized system performance and energy consumption: application to energy intensive processes. FONDECYT Regular, Principal Investigator.
2022 – 2026

Publicaciones:
High-Gain Adaptive Control with Switching Derivation Order and its Application to a Class of Multiagent Systems – 2024
Error-Based Switched Fractional Order Model Reference Adaptive Control for MIMO Linear Time Invariant Systems – 2024
Relaxed excitation conditions for robust identification and adaptive control using estimation with memory – 2024
Robust Combined Adaptive Passivity-Based Control for Induction Motors – 2024
Pseudo-Lyapunov methods for Grünwald-Letnikov and initialized fractional systems – 2023
Switched Fractional Order Model Reference Adaptive Control for First Order Plants: A Simulation-Based Study – 2022
Necessary and sufficient conditions for convergence of DREM-based estimators with applications in adaptive control – 2022
Adaptive passivity-based control extended for unknown control direction – 2022
New adaptive starting scalar control scheme for induction motor variable speed drives – 2022
Switched systems with changing derivation order: stability and applications – 2021
Finite-time estimator with enhanced robustness and transient performance applied to adaptive problems – 2021
Robust adaptive passivity-based (PID)-D-lambda control – 2020