Universidad Nacional de Educación a Distancia

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Universidad Nacional de Educación a Distancia - UNED

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IGNACIO ZUÑIGA LOPEZ

CATEDRÁTICO DE UNIVERSIDAD

FÍSICA FUNDAMENTAL

FACULTAD DE CIENCIAS

izuniga@fisfun.uned.es

(+34) 91398-7132

Academic Information

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Research activity

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Educational management experience

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Research

N.º of recognized sections of research activity

5

Publications

  • PUBLICATIONS IN MAGAZINES
    • D. Ruiz Amador e I. Zúñiga
      Análisis de ciclo de vida y huella de carbono, UNED (2012).
      ISBN: 978-84-362-6563-7
       
    • Gordon Wilson, Victor Fairén, Javier García-Sanz, Ignacio Zúñiga, Daniel Otto, Helmut Breitmeir, Dina Abbott and Carolien Kroeze,
      Module 1: Introduction to climate change in the context of sustainable development
      T869 LECH-e Module1 Textbook 2012
       
    • P. Español, M. Serrano, I. Zúñiga,
      Mecánica Clásica, Unidades Didacticas de la UNED (2011).
      ISBN: 978-84-362-6379-4
       
    • I. Zúñiga y E. Crespo,
      Meteorología y Climatología, Unidades Didacticas de la UNED (2010).
      ISBN: 978-84-362-6082-3
       
    • P. Español, J. García Sanz, I. Zúñiga,
      Bases Físicas del Medio Ambiente, Unidades Didacticas de la UNED (2004).
      ISBN: 84-362-3334-4
       
    • I. Zúñiga, J.E. Alvarellos y J. de la Rubia,
      Guía didáctica de Mecánica (CC./ Químicas). Editorial: UNED, Colección Guías Didácticas, 141 págs. (1999),
      ISBN: 84-362-4011-1.
       
    • I. Zúñiga, J.E. Alvarellos y J. de la Rubia
      Guía didáctica de Mecánica y Ondas (CC./ Físicas). Editorial: UNED, Colección Guías Didácticas, 152 págs. (1999),
      ISBN: 84-362-4010-3.
       
    • J. E. Alvarellos, E. Crespo, J, García Sanz, F. J. de la Rubia, M. A. Rubio e I. Zúñiga,
      Introducción a la dinámica no lineal. Publicación docente del Departamento de Física Fundamental (UNED) para el Programa de Enseñanza Abierta de la UNED.
       
    • J. E. Alvarellos, E. Crespo, J, García Sanz, F. J. de la Rubia, M. A. Rubio e I. Zúñiga,
      Dinámica no lineal: caos y fractales. Publicación docente del Departamento de Física Fundamental (UNED) para el Programa de Formación del Profesorado (de Enseñanza Media) de la UNED.
  • PUBLICATIONS AT CONFERENCES
    • Energy-conserving coarse-graining of complex molecules,
      J. Español, M. Serrano, I. Pagonabarraga, I. Zúñiga,
      Soft Matter, 2016, 12, 4821 - 4837.
      DOI:10.1039/C5SM03038B
       
    • New Physics Remote Laboratories for UNEDLABS,
      M. Yuste, C. Carreras, J. P. Sánchez, J. A. de la Torre, A. de la Torre, L. de la Torre, R. Heradio, I. Zúñiga and S. Dormido,
      in MPTL’18 – Book of Proceedings, (Edited by: S. Dormido and L. de la Torre), 71-755 (2013)
       
    • Obtaining fully dynamic coarse-grained models from MD,
      P. Español and I. Zúñiga,
      Phys. Chem. Chem. Phys., 13, 10538-10545 (2011), DOI: 10.1039/c0cp02826f.
       
    • Microscopic derivation of discrete hydrodynamics,
      J. Español, J. G. Anero and I. Zúñiga,
      Journal of Chemical Physics, 131, 244117 (2009).
       
    • On the definition of discrete hydrodynamic variables,
      J. Español and I. Zúñiga,
      Journal of Chemical Physics, 131, 164106 (2009).
       
    • Voronoi fluid particle model for Euler equations,
      M. Serrano, P. Español and I. Zúñiga,
      J. Stat. Phys. 121, 133 (2005).
       
    • Dynamic fracture in a discrete model of a brittle elastic solid
      T. Martí}n, P. Español, M.A. Rubio and I. Zúñiga,
      Phys. Rev. E 61, 6120 (2000).
       
    • Boundary conditions in dissipative particle dynamics
      M. Revenga, I. Zúñiga and P. Español,
      Computer Physics Communications, 121- 122, 309 (1999).
       
    • Collective effects in Dissipative Particle Dynamics
      M. Serrano, P. Español and I. Zúñiga,
      Computer Physics Communications, 121- 122, 306 (1999).
       
    • Boundary Models in DPD
      M. Revenga, I. Zúñiga, P. Español, I. Pagonabarraga,
      International Journal of Modern Physics C, 9, 1319 (1998).
       
    • Coarse graining of a fluid and its relation with dissipative particle dynamics and smoothed particle dynamics,
      P. Español, M. Serrano and I. Zúñiga,
      International Journal of Modern Physics C (Physics and Computers) 8, 899 (1997).
       
    • Effect of Boundary Conditions in Mode I Fracture in Brittle Materials,
      P. Español, I. Zúñiga and M.A. Rubio,
      Physica D 96 375 (1996).
       
    • The scaling of the time-dependent self-diffusion coefficient,
      P. Español and I. Zúñiga,
      International Journal of Modern Physics B 9 469 (1995).
       
    • Scaling of the time-dependent self-diffusion coefficient and the propagation of hydrodynamic interactions,
      P. Español, M.A. Rubio and I. Zúñiga,
      Physical Review E 51, 803 (1995).
       
    • Scaling of the time-dependent diffusion coefficient by molecular dynamics simulation,
      I. Zúñiga and P. Español,
      Physical Review Letters, 71, 3665 (1993).
       
    • Force Autocorrelation Function in Brownian Motion Theory,
      J. Español and I. Zúñiga,
      J. Chem. Phys., 98, 574 (1993).
       
    • Intramolecular Excimer Formation in Model Compounds for Polyesters. Diesters from 2-naphthol and aliphatic dicarboxylic acids,
      F. Mendicuti, E. Sainz, I. Zúñiga, B. Patel and W.L. Mattice,
      Polymer 33 (1992), 2031.
       
    • Molecular Dynamics Analysis of Transitions Between Rotational Isomers in Polymethylene with Discrete Hydrogen Atoms,
      I. Zúñiga, I. Bahar, R. Dodge and W.L. Mattice,
      J. Chem Phys. 95 (1991),5348-5354.
       
    • Configurational Statistic of Poly(dimethylsiloxane). II. A New Rotational Isomeric State Approach.
      I. Bahar, R. Dodge, I. Zúñiga and W.L. Mattice, {/it Macromolecules} 24 (1991), 2993.

    • Configurational Statistic of Poly(dimethylsiloxane). I. Probability Distribution of Rotational Isomers from Molecular Dynamics Simulations. I. Bahar, I. Zúñiga, R. Dodge and W.L. Mattice, Macromolecules 24 (1991), 2986.
       
    • Use of Molecular Dynamics Trajectories for the formulation of Statistical Weight Matrices for Chains of Bonds with Symmetric Threefold Rotation Potentials,
      W.L. Mattice, R. Dodge, I. Zúñiga and I. Bahar,
      Computational Polymer Science 1 (1991), 35-40.
       
    • Analytical and Mote Carlo Studies of the Interfacial Region in Semicrystalline Polymers,
      I. Zúñiga, K. Rodrigues and W.L. Mattice,
      Macromolecules 22 (1990), 4108-4114.
       
    • Couette Flow Instabilities of Non-aligning Nematic Liquid Crystals
      , I. Zúñiga,
      Phys. Rev. A 41 (1990), 2050-2058.
       
    • Orientational Instabilities in Plane Poiseuille Flow of Certain Nematic Liquid Crystals,
      I. Zúñiga and F.M. Leslie,
      J. Non-Newtonian Fluid Mech. 33 (1990), 433.
       
    • Orientational Instabilities in Plane Poiseuille Flow of Certain Nematic Liquid Crystals,
      I. Zúñiga and F.M. Leslie,
      J. Non-Newtonian Fluid Mech. 33 (1989), 123-136.
       
    • Shear-flow instabilities in non-flow aligning nematic liquid crystals,
      I. Zúñiga and F.M. Leslie,
      Liquid Crystals, 5 (1989), 725-734.
       
    • Shear Flow Instabilities in Nonaligning Nematic Liquid Crystals,
      I. Zúñiga and F.M. Leslie,
      Europhys. Lett., 9 (1989), 689-693.
       
    • Thermal Convection in Nematic Layers,
      P.J. Barratt and I. Zúñiga,
      J. Non-Equilib. Thermodyn., 10 (1985), 233-240.
       
    • Thermohydrodynamic instability in nematic L.C.: A summary of arguments and conditions for simple geometries,
      I. Zúñiga and M.G. Velarde,
      in NONEQUILIBRIUM COOPERATIVE PHENOMENA, (M.G.Velarde, editor), Plenum Press, N.Y., London, 1985, pag. 192-200.
       
    • A Theoretical Investigation of Bénard-Couette Instabilities in Nematic Liquid Crystals,
      P.J. Barratt and I. Zúñiga,
      J. Phys. D, 17 (1984), 775-786.
       
    • Thermal Instability in a Sample of Nematic Liquid Crystal Contained in a Rotating Annulus,
      P.J. Barratt and I. Zúñiga,
      J. Physique, 44 (1983), 311-321.
       
    • A Theoretical Investigation of the Pieranski-Guyon Instability in Couette Flow of Nematic Liquid Crystals,
      P.J. Barratt and I. Zúñiga,
      J. Non-Newtonian Fluid Mech., 11 (1982), 23-36.
       
    • Thermoconvective Instabilities of Nematic Liquid Crystals: New Theoretical Predictions,
      M.G. Velarde and I. Zúñiga,
      J. Physique, 40 (1979), 725-731.
Otros

Other activities