C
Cristina I. Muresan
Researcher at Technical University of Cluj-Napoca
Publications - 140
Citations - 1516
Cristina I. Muresan is an academic researcher from Technical University of Cluj-Napoca. The author has contributed to research in topics: PID controller & Control theory. The author has an hindex of 14, co-authored 122 publications receiving 1046 citations. Previous affiliations of Cristina I. Muresan include Core Laboratories.
Papers
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A novel auto-tuning method for fractional order PI/PD controllers.
TL;DR: A novel approach for the auto-tuning of fractional order controllers is proposed, based on a simple experiment that is able to determine the modulus, phase and phase slope of the process required in the computation of the controller parameters.
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Development and implementation of an FPGA based fractional order controller for a DC motor
TL;DR: This paper proposes a simple approach for designing a fractional order PI controller for controlling the speed of a DC motor, implemented on an FPGA target and its performance is compared to other possible benchmarks.
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A Survey of Recent Advances in Fractional Order Control for Time Delay Systems
TL;DR: The purpose of this paper is to provide a state of the art that can be easily used as a basis to familiarize oneself with fractional order tuning strategies targeted for time delayed processes.
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Tuning algorithms for fractional order internal model controllers for time delay processes
Cristina I. Muresan,Abhishek Dutta,Eva-Henrietta Dulf,Zehra Pinar,Anca Maxim,Clara M. Ionescu +5 more
TL;DR: Two tuning algorithms for fractional-order internal model control (IMC) controllers for time delay processes based on two specific closed-loop control configurations, based on the IMC control structure and the Smith predictor structure are presented.
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Fractional order control of unstable processes: the magnetic levitation study case
TL;DR: In this article, the authors proposed a methodology for designing and tuning fractional order controllers for a class of unstable second-order processes, by means of Riemann surfaces and a proper mapping in the plane.