NOM I COGNOMS

Adan Amor Garriga Torres

FORMACIÓ

Doctor en Física per la Universitat de Barcelona

PROFESSIONAL

Director de Tecnologies Audiovisuals del Centre Tecnològic Eurecat.

ASSIGNATURA

Audio Immersiu

AREES D’ESPECIALITZACIO

Recerca en Audio. Recerca en Acústica. Recerca en Física Matemàtica. Direcció de Grups de R+D

IDIOMES

Català (nadiu), Castellà (nadiu), Anglès (nivell alt), Italià (nivell mig)

COMPOSITOR PREFERIT

  • Clàssic instrumental: Frédéric Chopin
  • Clàssic simfònic: Richard Wagner
  • Cinema: Ryuichi Sakamoto
  • Minimalista: Philip Glass

Papers on Acoustics

  • Durany, T. Mateos and A. Garriga. Analytical Computation of Acoustic Bidirectional Reflectance Distribution Functions. Open Journal of Acoustics; Vol. 5 (4), 207-217 (December 2015).
  • Escolano, C. Spa, A. Garriga and T. Mateos. Removal of afterglow effects in 2-D discrete-time room acoustics simulations. Applied Acoustics; Vol.74 (6): 818-822 (2013).
  • Garriga, C. Spa, and L. Pérez. Estudio Comparativo de Distintos Modelos de Condiciones de Contorno de Impedancia en Problemas Acústicos. Revista Internacional de Métodos Numéricos para Cálculo y Diseño en Ingeniería; Vol.28 (4): 214-224 (2012).
  • Spa, J. Escolano, and A. Garriga. Semi-empirical Boundary Conditions for the Linearized Acoustic Euler Equations using Pseudo-Spectral Time-Domain Methods. Applied Acoustics; Vol.72 (4): 226-230 (2011).
  • Spa, J. Escolano, A. Garriga, and T. Mateos. Compensation of the Afterglow Phenomenon in 2-D Discrete-Time Simulations. IEEE Signal Processing Letters;Vol.17(8):758-761 (2010).
  • Spa, A. Garriga, and J. Escolano. Impedance Boundary Conditions for Pseudo-Spectral Time-Domain Methods in Room Acoustics. Applied Acoustics; Vol.71: 402-410 (2010).
  • Spa, T. Mateos, and A. Garriga. Methodology for studying the numerical speed of sound in finite differences schemes. Acta Acustica United with Acustica; Vol.95(4): 690-695 (2009).
  • Garriga, C. Spa and V. López. Computation of the complete acoustic field with Finite-Differences algorithms. Proceedings of the Forum Acusticum, Budapest, (2005). [Pfd]

Papers on Statistical Mechanics:

  • Garriga, I. Pagonabarraga, and F. Ritort. Negative Fluctuation-Dissipation Ratios in the Backgammon Model. Physical Review E; Vol.79: 041122 (2009).
  • Garriga. L. Leuzzi and T.M. Nieuwenhuizen: Thermodynamics of the Glassy State (Taylor and Francis, 2008). Journal of Statistical Physics, Vol. 133, Nos 6: 1185 (2008).
  • Garriga, P. Sollich, I. Pagonabarraga and F. Ritort. “Universality of Fluctuation-Dissipation Relations. The Ferromagnetic Model”. Physical Review E, 72, 056114 (2005).
  • Garriga and F. Ritort. “Mode-dependent nonequilibrium temperatures in aging systems”. Physical Review E 72, 031505 (2005).
  • Garriga. “Zero-th law in structural glasses: an example”. Journal of Physics: condensed matter, Vol. 14, 1581-1588 (2002).
  • Garriga, F. Ritort and J. Kurchan. “Strong Soret effect in one dimension”. Journal of Statistical Physics, Vol. 106, Nos 1/2 (2002).
  • Garriga and F. Ritort. “Heat transfer and Fourier’s law in off-equilibrium systems”. European Physical Journal B, Vol. 21, 115-120 (2001).
  • Garriga and F. Ritort. “Validity of the zero-thermodynamic law in off-equilibrium coupled harmonic oscillators”. European Physical Journal B, Vol. 20, 105 (2001).

XARXES SOCIALS

Linkedin

https://agarriga.wordpress.com/