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Dissemination of ERC Results

| Journals | Invited Lectures | Seminars | Presentations |

Refereed Journals

  1. Psarra E., Bodelot L., Danas K. (2017). Two-field surface pattern control via marginally stable magnetorheological elastomers, Soft Matter, accepted. >download
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  2. Lefèvre V., Danas K., Lopez-Pamies O. (2017). A general result for the magnetoelastic response of isotropic suspensions of iron and ferrofluid particles in rubber, with applications to spherical and cylindrical specimens, J. Mech. Phys. Solids, 107, 343-364. >download
  3. Cheng L., Danas K., Constantinescu A., Kondo D. (2017). A homogenization model for porous ductile solids under cyclic loads comprising a matrix with isotropic and linear kinematic hardening, Int. J. Solids Struct., 121, 174-190. >download
  4. K. Danas (2017). Effective response of classical, auxetic and chiral magnetoelastic materials by use of a new variational principle, J. Mech. Phys. Solids, 105, 25-53. >download
  5. E. Bele, A. Goel, E.G. Pickering, G. Borstnar, O.L. Katsamenis, F. Pierron, K. Danas, V.S. Deshpande (2017). Deformation mechanisms of idealised cermets under multi-axial loading, J. Mech. Phys. Solids, 102, 80-100. >download
  6. Spyrou L., Agoras M., Danas K. (2017). A homogenization model of the Voigt type for skeletal muscle, J. Theor. Biology, 414, 50-61. >download
  7. Sfyris G., Danas K., Wen G., Triantafyllidis N. (2016). Freedericksz instability for the twisted nematic device: A three-dimensional analysis, Phys. Rev. E, 94, 012704. >download

Earlier Related Publications

  1. Danas K., Triantafyllidis N. (2014). Instability of a magnetoelastic layer resting on a non-magnetic substrate, J. Mech. Phys. Solids, 69, 67-83. >download
  2. Lopez-Pamies O., Goudarzi T., Danas K., (2013). The nonlinear elastic response of suspensions of rigid inclusions in rubber: II - A simple explicit approximation for finite-concentration suspensions, J. Mech. Phys. Solids, 61, 19-37. >download
  3. Danas K., Kankanala S.V., Triantafyllidis N., (2012). Experiments and modeling of iron-particle-filled magnetorheological elastomers, J. Mech. Phys. Solids, 60, 120-138. >download

Conference Proceedings

  1. Danas K., (2015). A variational principle for numerical homogenization of periodic magnetoelastic composites, CFM, Lyon, France. >download

Invited Lectures

  1. Theoretical, numerical and experimental investigations of active magneto- and electro- elastic materials (4.5 hours), COMMAS Summer School, University of Stuttgart, Germany, 2015. (K. Danas)
  2. (Invited talk) Recent advances in experiments and modeling of magnetorheological elastomers, GDR MEPHY Workshop, Agay, France, 2015. (K. Danas)

Invited Seminars

  1. Magneto-Rheological elastomers and elasto-plastic materials: from micro-deformation mechanisms to instabilities (2016), IMDEA Materials, Madrid, Spain. (K. Danas)
  2. Magneto-Rheological elastomers: from micro-deformation mechanisms to macroscopic instabilities and applications (2015), Civil and Enviromental Engineering Department, Georgia Tech, U.S.A. (K. Danas)
  3. Magneto-Rheological elastomers: from micro-deformation mechanisms to macroscopic instabilities and applications (2015), Center for Micromechanics, Engineering Department, Cambridge University, U.K. (K. Danas)
  4. Magneto-Rheological elastomers: from micro-deformation mechanisms to macroscopic instabilities and applications (2015), Soft Matter Group, Department of Physics, Leiden University, Netherlands. (K. Danas)

Conference Presentations

  1. Wrinkling instability in film-substrate magnetorheological elastomers under combined magnetomechanical loading, EMI, Metz, France, 2016. (K. Danas)
  2. Controlling instabilities across the scale through a rational design, EMMC, Brussels, Belgium, 2016. (G. Tarantino)
  3. Magneto-rheological elastomers (MREs): from micro-deformation mechanisms to macroscopic instabilities and applications, EMMC, Brussels, Belgium, 2016. (E. Psarra)
  4. Instabilities of MRE film – substrate block under magneto–mechanical loadings, ICTAM, Montreal, Canada, 2016. (E. Psarra)
  5. Modeling and Identification of the constitutive behavior of Magneto-Rheological Elastomers, ICTAM, Montreal, Canada, 2016. (J.-P. Voropaieff)
  6. On instabilities of active magnetorheological elastomers, ASME, Houston, USA, 2015. (K. Danas)
  7. On variational formulations for periodic magneto-rheological elastomers, ESMC, Madrid, Spain, 2015. (K. Danas)
  8. On variational formulations for periodic magneto-rheological elastomers, PACAM XV, Urbana—Champaign, Illinois, U.S.A, 2015. (K. Danas)

| Journals | Invited Lectures | Seminars | Presentations |