Euler Deconvolution for a Multiridge Set

In this paper we will explore the performances of the joint inversion, through the Euler reduced equations, of more ridges converging to the same source (Euler deconvolution for a multiridge set). The application to the total field due to synthetic sources demonstrate the improvements in the source parameters estimation with respect to the single ridge inversion even in the case of the simultaneous estimation of two parameters. The method yields a good clustering of the solutions and could not require any acceptance criterion or a-posteriori processing