Abstract

Abstract The 16 O nucleus is investigated within a C 12 + α four α multicluster model. The generator coordinate method combined with the microscopic R-matrix method is used to determine bound and resonant states. The 12 C nucleus is described by 3 α clusters located at the apexes of isosceles triangles. We optimize the generator coordinates to get a reasonable description of the 0 2 + – 0 1 + energy gap, where the 0 2 + is the so-called Hoyle state, considered as a 3 α state. Our calculations mainly focus on resonances located near the C 12 ( 0 2 + ) + α threshold. We emphasize the difficulty to interpret broad resonant states and we show that bound state approximation methods are not well adapted in the context of our study. An R-matrix analysis suggests the existence of 0 + , 2 + and 4 + molecular states which present a significant C 12 ( 0 2 + ) + α structure, and which may form a rotational band.

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