Search Results

You are looking at 1 - 4 of 4 items for :

  • Semiempirical equations x
  • Applied Mathematics x
Clear All
Open access

Miroslav Grmela

of dense gases, Cont. Mech. Thermodyn. , vol. 24, pp. 271–292, 2012. 49. Z. Y. Guo and G. W. Hou, Thermal wawe based on thermomass model, Journal of Heat Transfer , vol. 132, p. 072403, 2010. 50. V. A. Cimmelli and W. Kosinski, Nonequilibrium semiempirical temperature in materials with thermal relaxation, Arch. Mech. , vol. 43, p. 753, 1991. 51. B. L. Holian and P. M. Mareschal, Heat-flow equation motivated by the ideal-gas shock wave, Phys. Rev. E , vol. 82, p. 026707, 2010. 52. L. Onsager and S. Machlup, Fluctuations and irreversible

Open access

Antonio Sellitto, Patrizia Rogolino and Isabella Carlomagno

. A. Krumhansl, “Solution of the linearized phonon Boltzmann equation,” Phys. Rev. , vol. 148, pp. 766–778, 1966. 7. G. Chen, “Ballistic-diffusive heat-conduction equations,” Phys. Rev. Lett. , vol. 86, pp. 2297–2300, 2001. 8. M. Grmela, G. Lebon, P. C. Dauby, and M. Bousmina, “Ballistic-diffusive heat conduction at nanoscale: GENERIC approach,” Phys. Lett. A , vol. 339, pp. 237–245, 2005. 9. V. A. Cimmelli, A. Sellitto, and D. Jou, “Nonlocal effects and second sound in a nonequilibrium steady state,” Phys. Rev. B , vol. 79, p. 014303 (13 pages

Open access

Péter Ván

, vol. 37. Springer Science & Business Media, 2013. 10. P. Kostädt and M. Liu, On the causality and stability of the relativistic diffusion equation, Physical Reviews D , vol. 62, p. 023003, 2000. 11. L. Herrera and D. Pavón, Why hyperbolic theories of dissipation cannot be ignored: comments on a paper by Kostädt and Liu, Physical Reviews D , vol. 64, p. 088503, 2001. 12. P. Kostädt and M. Liu, Alleged acausality of the diffusion equations: reply, Physical Reviews D , vol. 64, p. 088504, 2001. 13. G. Fichera, Is the Fourier theory of heat

Open access

David Jou and Vito Antonio Cimmelli

. A. Cimmelli and K. Frischmuth, Determination of material functions through second sound measurements in a hyperbolic heat conduction theory, Mathematical and Computer Modelling , vol. 24, pp. 19–28, 1996. 5. V. A. Cimmelli, A. Sellitto, and D. Jou, Nonlocal effects and second sound in a nonequilibrium steady state, Physical Review B , vol. 79, p. 014303 (13 pages), 2009. 6. V. A. Cimmelli, A. Sellitto, and D. Jou, Nonequilibrium temperatures, heat waves, and nonlinear heat transport equations, Physical Review B , vol. 81, p. 054301 (9 pages), 2010