Automodelling solutions of the Higgs-field nonlinear wave equation in the de Sitter space.

Details Automodelling solutions of the Higgs-field nonlinear wave equation in the de Sitter space. Automodelling solutions of the Higgs-field nonlinear wave equation in the de Sitter space.

Apr 2000

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2000cophc.126...57d&link_type=abstract

Comput. Phys. Commun., Vol. 126, No. 1 - 2, p. 57 - 62

Physics

1

Universe: Expansion

Scientific paper

The effect of the expansion of the Universe on such classical physical objects as spherical bubbles is studied. The authors look for automodelling solutions to scalar Higgs-field equation in the de Sitter space and compare them with the bubble type solutions in the thin-wall approximation. The automodelling bubbles could be considered as critical or singular ones because they collapse in an infinite time. Multinodal solutions as enclosed bubbles are discovered numerically.

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