Summary
A two-dimensional cellular-automaton (CA) model is proposed for a semiconductor laser system, showing qualitative behaviour in agreement with actual performances.The relevance of this approach to the description of the switching on of catastrophic optical damage in the active material and the subsequent dynamics is discussed. Promising aspects are underlined such as the possibility of describing complex-geometry cavities or laser cavities that are changing in time.
Similar content being viewed by others
References
Wolfram S.,Rev. Mod. Phys.,55 (1983) 601.
Wolfram S.,Universality and Complexity in Cellular Automata, inProceedings of an Interdisciplinary Workshop, edited byD. Farmer, T. Toffoli andS. Wolfram (North-Holland Physics Publishing) 1984 (reprinted fromPhysica D,10 (1984)).
Cellular automata and the modelling of complex physical systems, inProceedings of an International Winter Workshop, edited byP. Manneville, N. Boccara, G. Y. Vichniac andR. Bidaux (Springer-Verlag, Berlin, Heidelberg) 1990.
Bennet C. H., Toffoli T. andWolfram S.,Cellular Automata 1986 Conference M.I.T.,Boston, December 1986.
Haken H.,Synergetics, an Introduction, 2nd enlarged edition (Springer-Verlag, Berlin, Heidelberg, New York) 1978.
Bertolotti M.,Masers and Lasers: an Historical Approach (Adam Hilger Ltd, Bristol), 1983.
Arecchi F. T.,Alta Frequenza,35 (1966) 28.
Flytzanis C. andOudar J. L.,Nonlinear Optics: Materials and Devices (Springer-Verlag) 1985.
Toffoli T.,Cellular Automata as an alternative to (rather than an approximation of) differential equations in modeling physics, inProceedings of an Interdisciplinary Workshop, edited byD. Farmer, T. Toffoli andS. Wolfram (North-Holland Physics Publishing) 1984 (reprinted fromPhysica D, 10 (1984)).
Vichniac G. Y.,Simulating physics with cellular automata, inProceedings of an Interdisciplinary Workshop, edited byD. Farmer, T. Toffoli andS. Wolfram (North-Holland Physics Publishing) 1984.
Arecchi F.T.,Inst. Phys. Conf. Ser. No. 115, Section 5, p. 257.
Taeasov L. V.,Laser Age in Optics (Mir Publishers, Moscow) 1983.
Frish U., Hasslacher B. andPomeau Y.,Phys. Rev. Lett.,56 (1986) 1505.
G. D. Doolen (Editor),Lattice gas methods for PDE’s, theory, applications and hardware, inProceedings of the NATO Advanced Research Workshop (North-Holland) 1991 (reprinted fromPhysica D,47 (1991)).
Dab D. andBoon J.-P.,Cellular automata approach to reaction-diffusion systems, inProceedings of an International Winter Workshop, edited byP. Manneville,N. Boccara,G. Y. Vichniac andR. Bidaux (Springer-Verlag, Berlin, Heidelberg) 1990.
Bandini S., Cattaneo G. andRigotti M.,A cellular automaton for the hydrodynamics of percolating systems, inProceedings of ACRI ’94, Rende (Cs), 28–29 September 1994.
Schroeder M.,Fractals, Chaos, Power Laws (W.H. Freeman) 1991.
Milani M., Casati R., Magni F. andSpinoglio L.,Towards a simulation for active and passive optoelectronics systems, inNonlinear Dynamics, edited byM. Costato, A. Degasperis andM. Milani,SIF Conf. Proc, Vol. 48 (1995) pp. 293.
Milani M., Casati R., Cattaneo G., Magni F. andSpinoglio L.,Cellular Automaton approach to semiconductor laser behaviour and applications, inFunctional Photonic Integrated Circuits, edited byM. N. Armenise andKokha Wong,SPIE Proceedings, 2408 (1995).
SiegSian A. E.,Lasers (University Science Books, Mill Valley, Cal.) 1986.
Thompson G. H. B.,Physics of Semiconductor Laser Devices (Wiley, New York, N.Y.), 1980.
Bruschi M., Santini P. M. andRagnisco O.,Phys. Lett. A,169 (1992) 51.
Author information
Authors and Affiliations
Additional information
The authors of this paper have agreed to not receive the proofs for correction.
Rights and permissions
About this article
Cite this article
Cattaneo, G., Magni, F., Milani, M. et al. A cellular-automaton model for cooperative effects in matter-radiation interaction: the semiconductor laser. Nuov Cim B 111, 863–877 (1996). https://doi.org/10.1007/BF02749017
Received:
Revised:
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/BF02749017