Abstract
ABSTRACTThis article examines the localization of high frequency electromagnetic fields in three-dimensional axisymmetric cavities along periodic paths between opposing sides of the cavity. When these orbits lead to unstable localized modes they are known as scars. This article treats the case where the opposing sides, or mirrors, are concave, leading to interior foci. Particular attention is focused on the normalization through the electromagnetic energy theorem. Both projections of the field along the scarred orbit, as well as field point statistics, are examined. Statistical comparisons are made with a numerical calculation of the scars run with an axisymmetric simulation.
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