The finite element method (FEM) is a widely used tool in the analysis and simulation of physical phenomena. The discretization of a continuous domain into a finite element mesh is an essential FEM step. The accuracy of the solution is highly dependent on the quality of the input mesh, which is mainly evaluated through the shape of the elements. Most of the related works is based on traditional methods, such as Advancing Front, Constrained Delaunay Triangulation and Domain Decomposition. Unlike these methods, this work proposes an iterative mesh generation method with deferred constraint insertion, in which an initially regular mesh is locally deformed in order to satisfy each new domain constraint. In addition, in order to validate the proposed method, this work evaluates each output mesh according to quality criteria commonly used in the literature.