The Method of Moments (MoM) is a rigorous, full-wave numerical technique for solving open boundary electromagnetic problems. Using this technique, you can analyze electromagnetic radiation, scattering and wave propagation problems with relatively short computation times and modest computing resources. The method of moments is an integral equation technique; it solves the integral form of Maxwellâs equations as opposed to their differential forms that are used in the finite element or finite difference time domain methods.
[[Image:PMOM11.png|thumb|250px|EM.Picasso's Navigation Tree.]]
In EM.Picasso, the background structure is usually a planar layered substrate that consists of one or more laterally infinite material layers always stacked along the Z-axis. In other words, the dimensions of the layers are infinite along the X and Y axes. Your substrate can be a dielectric half-space, or a single conductor-backed dielectric layer (as in microstrip components or patch antennas), or simply the unbounded free space, or any arbitrary multilayer stack-up configuration. In the special case of a free space substrate, EM.Picasso behaves similar to [[EM.Libera]]'s Surface MoM simulator.
== Building a Planar Structure ==
[[Image:PMOM11.png|thumb|250px|EM.Picasso's Navigation Tree.]]
[[Image:PMOM9.png|thumb|270px|EM.Picasso's Add Substrate Layer dialog.]]
=== Understanding the Background Structure ===