MS-06 Fractional Derivatives

Paper-ID 133
Multivariable Fractional Order Controller Design for a Non-minimum Phase System
Muresan, Cristina Ioana (1); Copot, Cosmin (2); Ionescu, Clara (1); De Keyser, Robin (2); Dulf, Eva Henrietta (1)
1: Technical University of Cluj-Napoca, Romania; 2: University of Gent
 
Paper-ID 183
Minimum energy control of fractional positive continuous-time linear systems with bounded inputs
Kaczorek, Tadeusz
Bialystok University of Technology, Poland
 
Paper-ID 271
Nonlocal axial vibration of a fractional order viscoelastic nanorod
Cajić, Milan S. (1); Karličić, Danilo Z. (1); Lazarević, Mihailo P. (2)
1: Mathematical Institute of the SASA (Serbian Academy of Sciences and Arts), Belgrade, Serbia; 2: Faculty of Mechanical Engineering, University of Belgrade, Belgrade, Serbia
 
Paper-ID 285
Macroeconomic dynamic model with fractional-order derivative
David, Sergio Adriani (1); Quintino, Derick Davi (2); Soliani, Juliana Yuri (1); Oliveira, Clivaldo (3); Balthazar, Jose Manoel (4)
1: USP - University of São Paulo, Brazil; 2: FIESP - Federation of Industries of the State of São Paulo; 3: UFGD - Federal University of Dourados; 4: UNESP - State University of São Paulo
 
Paper-ID 302
Networked Control of a Fractional Order PI Controller for the 13C Isotope Separation Column
Dulf, Eva Henrietta (1); Both, Roxana (2); Muresan, Cristina Ioana (3)
1: Technical University of Cluj Napoca, Romania; 2: Technical University of Cluj Napoca, Romania; 3: Technical University of Cluj Napoca, Romania
 
Paper-ID 357
The effect of the fractional-order derivative on inertial particle dynamics
Farazmand, Mohammad; Langlois, Gabriel; Haller, George
ETH Zurich, Switzerland
 
Paper-ID 413
Fractional order PD controller applied to the Boiler of a 13C Cryogenic Isotope Separation Column
Both, Roxana (1); Dulf, Eva-Henrietta (2); Muresan, Cristina Ioana (3)
1: Technical University of Cluj Napoca, Romania; 2: Technical University of Cluj Napoca, Romania; 3: Technical University of Cluj Napoca, Romania
 
Paper-ID 415
Vibration Control Using Fractional Derivative Feedback
Kuroda, Masaharu; Matsubuchi, Hiroki
University of Hyogo, Japan
 
Paper-ID 421
Numerical analysis of the Tohoku earthquake
Lopes, Antonio Mendes (1); Pinto, Carla M. A. (2); Tenreiro Machado, Jose (3)
1: UISPA, IDMEC, Faculty of Engineering, University of Porto, Portugal; 2: Dep. Mathematics, Institute of Engineering, Polytechnic of Porto, Portugal; 3: Dep. Electrical Engineering, Institute of Engineering, Polytechnic of Porto, Portugal
 
Paper-ID 427
Pseudo-phase Plane Analysis of Forest Fires
Lopes, António (1); Tenreiro Machado, José (2)
1: Faculty of Engineering, University of Porto, Portugal; 2: Institute of Engineering, Polytechnic of Porto, Portugal
 
Paper-ID 429
Design of FIR Fractional Delay Digital Filters
Bensouici, Tahar (1); Charef, Abdelfatah (2)
1: Université USTHB,Bab-Ezzouar, Algeria; 2: Université Constantine, Constantine , Algeria
 
Paper-ID 434
PVC Arrhythmia Classification based on QRS Complex Fractional Order System Modeling
ASSADI, Imen (1); Charef, Abdelfatah (1); Bensouici, Tahar (2)
1: Laboratoire de Traitement du Signal Département d’Electronique, Université Constantine 1 Route Ain El-bey, Constantine 25000, Algeria; 2: Département de Télécommunication, Faculté d’Electronique et Informatique, Université USTHB, BP. 32, Bab-Ezzouar, 16111, Algeria,
 
Paper-ID 493
Fractional differential equations in the analysis of a shallow water flow
Cuesta, Carlota (1); Achleitner, Franz (2); Hittmeir, Sabine (2)
1: University of the Basque Country (UPV/EHU); 2: Vienna University of Technology, Austria
 
Paper-ID 501
Remifentanil pharmakokinetics: a fractional order modeling approach
Copot, Dana; Ionescu, Clara; Chevalier, Amelie; De Keyser, Robin
Ghent University, Belgium
 

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