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We present a dispersion engineering method based on the rigorous electromagnetic theory to study the scattering properties of a double graphene layer spherical structure. The localized surface plasmons (LSPs) supported by the structure provide resonance channels that lead to an enhancement of the electromagnetic cross section. The method is used to find conditions under which two different multipolar LSP resonances occur at the same frequency value. The superscattering feature under these conditions is revealed by an extraordinary enhancement of the scattering cross section when the structure is illuminated by a plane wave field. Moreover, by studying the behavior of a single emitter localized near the graphene sphere, we show that the spontaneous emission and radiation efficiencies are also largely enhanced when the two different LSP resonances overlap.

Caloric deprivation (feeding 50 and 25% of the original maintenance requirement for 126 days), followed by overnutrition (feeding 133 and 200% of the original maintenance requirement) for 37 days, were induced in 7 adult sheep. Before and after the periods of undernutrition and after overnutrition the animals were fasted (total energy withdrawal) for 5 days. Energy- and nitrogen-balances were determined and related to concentrations of thyroxine (total: T4; free: FT4), 3,5,3'-triiodothyronine (total: T3; free FT3) and 3,3',5'-triiodothyronine (reverse T3,rT3). caloric deprivation led to decreased T3 and FT3 levels, overnutrition to increased T3 and FT3 concentration. T3 was significantly correlated with energy- and nitrogen-balances (r = 0.73 and 0.71, respectively; P less than 0.001). T4 and FT4 behave similar to T3, but correlations between T4 levels and energy- and nitrogen-balances were low. In contrast to T3, rT3 levels increased during energy withdrawal and decreased during overnutrition. After an overnutrition for months, an additional fasting for 5 days did not increase rT3 levels, however, rT3 was significantly correlated with energy- and nitrogen-balances (r = -0.50 and -.50, respectively; P less than 0.01).