Abstract :
Presents field source-modeling, for applications to hyperthermia, by utilizing experimental data from the paraxial region of a liquid muscle-like phantom irradiated by an aperture antenna. The data are used in an optimization algorithm, applied to a Gaussian beam model (GBM), to determine the source parameters for GBM-computations of specific absorption rates everywhere, accurate to within 1% (relative to the global maximum) of the experimental results. This paper also shows how the aperture and incident fields may be determined accurately by the GBM and links them to the electric-field integral equation (EFIE), as an example, to improve the accuracy of numerical computations of the electric or magnetic fields associated with the EFIE, the magnetic-field integral equation, or any other field formulations. It is further demonstrated that models of plane waves, or approximate source fields, predict power levels with significant, unacceptable errors. Finally, it is concluded that the GBM is a viable tool for characterizing aperture antennas used in hyperthermia for cancer therapy
Keywords :
hyperthermia; microwave heating; physiological models; radiation therapy; aperture antenna irradiation; aperture antennas; approximate source fields; cancer therapy hyperthermia; electric-field integral equation; electromagnetic hyperthermia; incident fields; liquid muscle-like phantom; magnetic-field integral equation; paraxial region; plane waves; power levels prediction; specific absorption rates; three-dimensional SAR computation; treatment planning; Aperture antennas; Electromagnetic fields; Electromagnetic modeling; Horn antennas; Hyperthermia; Imaging phantoms; Integral equations; Magnetic fields; Microstrip antennas; Neoplasms;