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Publications of H. Ramirez   Download bibtex file Order by:   Type | Year
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1 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
2 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
3 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
4 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
5 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
6 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
7 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
8 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
9 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, Pages -, November 2020. URL
| WoS
10 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
11 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
12 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
13 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
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14 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
15 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
16 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
17 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
18 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
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19 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
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20 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
<< InProceedings >> TOP
21 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
22 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
23 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.
24 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
25 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.
<< PhdThesis >> TOP
26 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.
<< Misc >> TOP
27 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lectures 1 and 2. 13 January 2014. PDF
28 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lecture 3. 14 January 2014. PDF
29 Add to my selection
H. Ramirez. Energy based modelling and control of physical systems - Lecture 4. 16 January 2014. PDF
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Last modified: Fri March 12 2021 18:39:37