I. Introduction
Electromagnetic (EM) optimization problems generally involve the examination and refinement of several different parameters. These can be either continuous or discrete valued and are in many cases bounded. Furthermore, the parameters that are involved within EM optimization problems are frequently complex, nonlinear, multiextremal, and nondifferentiable. In demanding applications such as these, genetic optimization algorithms (GOAs) have found great utility as they are generally robust, stochastic-based, methods which can handle EM optimization problems that involve many parameters that are not easily tractable by other techniques such as linear parameter sweeps, or a fully random optimization strategies. GOAs have been employed in many areas of application, e.g. shaped reflector antenna design, array antenna design and excitation optimization. However, these applications tend to be primarily concerned with the optimization of fields radiated within the Fraunhofer region, whereas here the requirement is to optimize the fields within the Fresnel region. In principle this is a closely related problem, although here; far greater importance is attached to the phase function than is typical when far-field performance alone is the primary performance metric. Thus, with the use of a GOA, a broad parameter-search may be conducted during the optimization of the edge treatment that specifically focuses on the CATR quiet zone (QZ) electromagnetic performance, allowing the optimization goal to be tailored to the requirements of the specific application including the facility layout.