The problem of electromagnetic (EM) scattering from irregularly shaped, thin, metallic flat plates in free space is solved using the electric field integral equation (EFIE) approach in conjunction with the method of moments (MoM) with quadrilateral meshing. An irregularly shaped thin plate is discretized into quadrilateral patches and the unknown electric surface current over the plate is expressed in terms of proper basis functions over these patches. The basis functions for the electric surface current density that satisfy the proper boundary conditions on these quadrilateral patches are derived. The unknown surface current density on these quadrilateral patches is determined by setting up and solving the electric field integral equation by the application of the MoM. From the knowledge of the surface current density, the EM scattering from various irregularly shaped plates is determined and compared with the earlier published results. The novelty in the present approach is the use of quadrilateral patches instead of well known and often used triangular patches. The numerical results obtained using the quadrilateral patches compare favorably with measured results.Deshpande, Manohar D.Langley Research CenterELECTROMAGNETIC SCATTERING; METHOD OF MOMENTS; FLAT PLATES; COMPUTATIONAL GRIDS; ELECTRIC CURRENT; CURRENT DENSITY; SURFACE PROPERTIES; INTEGRAL EQUATIONS; MATHEMATICAL MODELS; BOUNDARY CONDITIONS; NUMERICAL ANALYSIS...