  The Type IIA flow is a flow of 3-forms on a 6-dimensional symplectic
manifold. It was introduced by Fei, Phong, Picard, and Zhang in \cite{FPPZb}.
There is little known about the singularities of this flow in general. We
formulate and prove convergence theorems for this flow. We also describe the
singularity models for this flow.
