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We study the boundaryL  t    ${L_{t}}$    of the Milnor fiber for the reduced holomorphic germsf  :    (   ℂ  3   ,  0  )   →   (  ℂ  ,  0  )${f:(\mathbb{C}^{3},0)\rightarrow(\mathbb{C},0)}$    having a non-isolated singularity at 0. We prove thatL  t    ${L_{t}}$    is a graph manifold by using a new technique of carrousels depending on one parameter. Our results enable us to compare the topology ofL  t    ${L_{t}}$    and of the link of the normalization off   -  1    ⁢   (  0  )${f^{-1}(0)}$   .

Carrousel in family and\break non-isolated hypersurface singularities in ℂ 3