| Abstract: |
I modeled the re ectance from rough conductive surfaces for tranverse magnetic (TM) and tranverse electric (TE) polarization. The Nystrom technique was applied in order to solve the Electric Field Integral Equation (EFIE) in the TM case and the Magnetic Field Integral Equation (MFIE) in the TE case. We studied 2.4 million sample surfaces with varied roughness heights and frequencies from various incident angles and compared the results to the predictions of the Debye-Waller Factor (DWF). As predicted, the attenuation is directly correlated with the qh factor, but diers from the DWF in both form and magnitude. There was also a signicant dependance on both spatial frequency and polarization. We developed our own model by tting the results to a cubic correction function. In addition to the predicted quadratic term, our simulations showed signicant linear and cubic terms in the roughness correction function. |