Asymptotic analysis of the Temperature profiles of biological tissues undergoing power law Microwave Heating.

The Maxwell’s equation is solved with the Penne’s bio-heat equation. The thermo-electrical properties of the tissue are considered to be of power law dependence on temperature. Using asymptotic series expansion we obtain solution to the temperature profiles. The results give insight to the effect o power law dependence of Microwave Heating on temperature in the presence of variable thermo-electrical properties. These results will promote better medical care and therapy for the victims of cancerous tissues and provoke innovative design for microwave heating deposition devices.