Abstract
A surface distribution of electric dipoles can be used to represent a multielement microwave hyperthermia applicator for noninvasive heating of off-center targets within a spherical high-water-content tissue volume, such as the head. A method for finding the optimal surface distributions for delivering maximum power for arbitrarily located deep tumors in such a uniform spherical volume is presented. The resulting focused power dissipation pattern for any tumor location has a global maximum at the tumor, and also is the largest spherical volume for which no healthy tissue is overheated. The optimization uses spherical field harmonics, centered at the tumor target, summed with suitable complex weights to iteratively minimize surface power. Once the best field distributions are derived, the current sources which generate these distributions are determined. The resulting excitations represent the theoretically ideal spherical microwave hyperthermia configuration that no physical applicator system can surpass. >
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