IndexBrowse   BibliographiesMy selection
Departamento de Electronica UTFSM
 Search: in   (word length ≥ 3)
      Login
Copyright notice
Publications of H. Ramirez   Download bibtex file Order by:   Type | Year
<< 2022 >> TOP
1 Add to my selection
H. Ramirez, Y.L Gorrec and B. Maschke. Boundary controlled irreversible port-Hamiltonian systems. In Chemical Engineering Science, Vol. 248:117107-, February 2022. URL
| WoS
2 Add to my selection
W Zhou, Pan Liu, Y Wu, H. Ramirez and Y. Le Gorrec. Energy-Based Modeling and Hamiltonian LQG Control of a Flexible Beam Actuated by IPMC Actuators. In IEEE Access, Vol. 10:12153-12163, 2022. URL
| WoS
<< 2021 >> TOP
3 Add to my selection
J.G. Fontanet, J.I. Yuz, J. Torres, M. Gordon and H. Ramirez. Port-Hamiltonian modeling of the vocal folds using bond-graph representation. In IEEE IFAC International Conference on Automation ICA ACCA, 22-26 March 2021. URL
4 Add to my selection
L Mora, H. Ramirez, J.I. Yuz, Y. Le Gorrec and M Zanartu. Energy-based fluid-structure model of the vocal folds. In IMA Journal of Mathematical Control and Information, Vol. 38(2):466-492, June 2021. URL
| WoS
5 Add to my selection
L Paunonen, Y. Le Gorrec and H. Ramirez. A Lyapunov Approach to Robust Regulation of Distributed Port-Hamiltonian Systems. In IEEE Transactions on Automatic Control, Pages 1-1, 2021. URL
| WoS
6 Add to my selection
L Mora, Y. Le Gorrec, H. Ramirez, J.I. Yuz and B. Maschke. Dissipative port-Hamiltonian Formulation of Maxwell Viscoelastic Fluids. In Third IFAC Conference on Modelling, Identification and Control of Nonlinear Systems MICNON, Tokyo, Japan, 15-17 September 2021. URL
7 Add to my selection
L Mora, Y. Le Gorrec, D. Matignon, H. Ramirez and J.I. Yuz. On port-Hamiltonian formulations of 3-dimensional compressible Newtonian fluids. In Physics of Fluids, Vol. 33(11):117117, 2021. URL
| WoS
8 Add to my selection
Pan Liu, Y Wu, Y. Le Gorrec, H. Ramirez and L Lefèvre. Structure-preserving discretization and control of a two-dimensional vibro-acoustic tube. In IMA Journal of Mathematical Control and Information, Vol. 38(2):417-439, June 2021. URL
| WoS
<< 2020 >> TOP
9 Add to my selection
L Mora, Y. Le Gorrec, H. Ramirez and J.I. Yuz. Fluid-Structure Port-Hamiltonian Model for Incompressible Flows in Tubes with Time Varying Geometries. In Mathematical and Computer Modelling of Dynamical Systems, Vol. 26(5):409-433, 2020. URL
| WoS
10 Add to my selection
L Mora, Y. Le Gorrec, D. Matignon, H. Ramirez and J.I. Yuz. About Dissipative and Pseudo Port-Hamiltonian Formulations of Irreversible Newtonian Compressible Flows. In 21st IFAC World Congress, Berlin, Germany, 11-17 July 2020.
11 Add to my selection
J Toledo, Y Wu, H. Ramirez and Y. Le Gorrec. Observer-based boundary control of distributed port-Hamiltonian systems. In Automatica, Vol. 120:109130-, October 2020. URL
| WoS
12 Add to my selection
N Cisneros, Alejandro Rojas and H. Ramirez. Port-Hamiltonian Modeling and Control of a Micro-Channel Experimental Plant. In IEEE Access, Vol. 8:176935-176946, 2020. URL
| WoS
13 Add to my selection
A Mattioni, Y Wu, H. Ramirez, Y. Le Gorrec and A. Macchelli. Modelling and control of an IPMC actuated flexible structure: A lumped port Hamiltonian approach. In Control Engineering Practice, Vol. 101:104498-, August 2020. URL
| WoS
14 Add to my selection
A. Macchelli, Y. Le Gorrec and H. Ramirez. Exponential Stabilization of Port-Hamiltonian Boundary Control Systems via Energy Shaping. In IEEE Transactions on Automatic Control, Vol. 65(10):4440-4447, October 2020. URL
| WoS
15 Add to my selection
L Mora, J.I. Yuz, H. Ramirez and Y. Le Gorrec. Port-Hamiltonian Modeling of Fluid-Structure Interaction in a Longitudinal Domain. PhD thesis, Universidad Tecnica Federico Santa Maria / Universite de Borgougne Franche Comte, 17 December 2020.
<< 2019 >> TOP
16 Add to my selection
L Mora, H. Ramirez, J.I. Yuz and Y. Le Gorrec. A Scalable port-Hamiltonian Model for Incompressible Fluids in Irregular Geometries. In 3rd IFAC Workshop on Control of Systems Modeled by Partial Differential Equations (CPDE 2019), 20-24 May 2019. URL
<< 2018 >> TOP
17 Add to my selection
L Mora, J.I. Yuz, H. Ramirez and Y. Le Gorrec. A port-Hamiltonian Fluid-Structure Interaction Model for the Vocal folds. In 6th IFAC Workshop on Lagrangian and Hamiltonian Methods for Nonlinear Control - LHMNC 2018, Valparaiso, Chile, 1-4 May 2018. URL
18 Add to my selection
V Trenchant, H. Ramirez, Y. Le Gorrec and P Kotyczka. Finite differences on staggered grids preserving the port-Hamiltonian structure with application to an acoustic duct. In Journal of Computational Physics, Vol. 373:673-697, November 2018. URL
| NO USM | WoS
<< 2017 >> TOP
19 Add to my selection
H. Ramirez, H. Zwart and Y. Le Gorrec. Stabilization of infinite dimensional port-Hamiltonian systems by nonlinear dynamic boundary control. In Automatica, Vol. 85:61-69, November 2017. URL
| NO USM | WoS
20 Add to my selection
A. Macchelli, Y. Le Gorrec, H. Ramirez and H. Zwart. On the synthesis of boundary control laws for distributed port-hamiltonian systems. In IEEE Transactions on Automatic Control, Vol. 62(4):1700 - 1713, April 2017. URL
| NO USM | WoS
21 Add to my selection
H. Ramirez, B. Maschke and D. Sbarbaro. Partial Stabilization of Input-Output Contact Systems on a Legendre Submanifold. In IEEE Transactions on Automatic Control, Vol. 62(3): 1431 - 1437, March 2017. URL
| NO USM | WoS
22 Add to my selection
A. Macchelli, Y. Le Gorrec and H. Ramirez. Boundary energy-shaping control of an isothermal tubular reactor. In Mathematical and Computer Modelling of Dynamical Systems , Vol. 23(1):77-88, July 2017. URL
| NO USM | WoS
<< 2016 >> TOP
23 Add to my selection
H. Ramirez, Y. Le Gorrec, B. Maschke and F. Couenne. On the passivity based control of irreversible processes: A port-Hamiltonian approach. In Automatica, Vol. 64:105-111, February 2016. URL
| NO USM | WoS
<< 2014 >> TOP
24 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lectures 1 and 2. 13 January 2014. PDF
25 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lecture 3. 14 January 2014. PDF
26 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lecture 4. 16 January 2014. PDF
27 Add to my selection
H. Ramirez, Y. Le Gorrec, A. Macchelli and H. Zwart. Exponential Stabilization of Boundary Controlled Port-Hamiltonian Systems With Dynamic Feedback. In IEEE Transactions on Automatic Control, Vol. 59(10):2849 - 2855, October 2014. URL
| NO USM | WoS
<< 2013 >> TOP
28 Add to my selection
H. Ramirez, B. Maschke and D. Sbarbaro. Modelling and control of multi-energy systems: An irreversible port-Hamiltonian approach. In European Journal of Control, Vol. 19(6):513-520, December 2013. URL
| NO USM | WoS
29 Add to my selection
H. Ramirez, B. Maschke and D. Sbarbaro. Feedback equivalence of input–output contact systems. In Systems & Control Letters, Vol. 62(6):475-481, June 2013. URL
| NO USM | WoS
30 Add to my selection
H. Ramirez, B. Maschke and D. Sbarbaro. Irreversible port-Hamiltonian systems: A general formulation of irreversible processes with application to the CSTR. In Chemical Engineering Science, Vol. 89:223-234, February 2013. URL
| NO USM | WoS
<< 2010 >> TOP
31 Add to my selection
C Batlle, R. Ortega, D. Sbarbaro and H. Ramirez. Corrigendum to “On the control of non-linear processes: An IDA-PBC approach” (H. Ramírez et al., Journal of Process Control 19 (1) (2009) 405–414) In Journal of Process Control, Vol. 20(1):121-122, January 2010. URL
| NO USM | WoS
<< 2009 >> TOP
32 Add to my selection
H. Ramirez, D. Sbarbaro and R. Ortega. On the control of non-linear processes: An IDA–PBC approach. In Journal of Process Control, Vol. 19(3):405-414, March 2009. URL
| NO USM | WoS
WARNING: Copyright and all rights therein are retained by authors or by other copyright holders. IEEE material is subject to Copyright: Personal use of this material is permitted. However, permission to reprint/republish this material for advertising or promotional purposes or for creating new collective works for resale or redistribution to servers or lists, or to reuse any copyrighted component of this work in other works must be obtained from the IEEE.
Last modified: Fri March 12 2021 18:39:37