Numerical Study of Three-Dimensional Propagation of Light Pulses

D. E. Hart; G. G. Luther; J. V. Moloney; A. C. Newell; E. M. Wright; J. A. Powell

XVIII International Quantum Electronics Conference
Technical Digest Series (Optica Publishing Group, 1992),
paper PTh018

Numerical Study of Three-Dimensional Propagation of Light Pulses

D. E. Hart, G. G. Luther, J. V. Moloney, A. C. Newell, E. M. Wright, and J. A. Powell

International Quantum Electronics Conference 1992

Vienna Austria
14–19 June 1992
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Poster Session III (PTh)

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D. E. Hart, G. G. Luther, J. V. Moloney, A. C. Newell, E. M. Wright, and J. A. Powell, "Numerical Study of Three-Dimensional Propagation of Light Pulses," in XVIII International Quantum Electronics Conference, Technical Digest Series (Optica Publishing Group, 1992), paper PTh018.

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Abstract

A numerical investigation is made to determine whether three-dimensional self-trapped light pulses are likely to occur when the effects of diffraction, dispersion, spectral absorption, and relaxation of the nonlinear index are present.

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