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We present here a simplified version of results obtained with F. Alouges, M. Dauge, B. Helffer and G. Vial (cf [, , ]). We analyze the Schrödinger operator with magnetic field in an infinite sector. This study allows to determine accurate approximation of the low-lying eigenpairs of the Schrödinger operator in domains with corners. We complete this analysis with numerical experiments.
We recall here some theoretical results of Helffer [ (2007) doi:10.1016/j.anihpc.2007.07.004] about minimal partitions and propose numerical computations to check some of their published or unpublished conjectures and exhibit new ones.
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