Journal of Microwaves, Optoelectronics and Electromagnetic Applications (JMOe) · 2007 · 10 citations · 11 references
EngineeringBiomedical EngineeringPhysicsComputational Heat TransferHeat TransferThermodynamicsHeat ConductionRadiative Heating RatesTemperature RegulationThermal PhysiologyTransient Heat TransferBlood FlowBody TemperatureConvective Heat TransferCutaneous Heat ExchangeHeat Transfer In TissuesHuman Body Radiation AbsorptionTemperature Rise AnalysisThermal Tissue Effects
The problem associated with the calculation of tem- perature rise induced by cellular phones in the human head tak- ing into account the effects of the thermoregulatory system (TS) is discussed in this work. The formulation uses the finite dif fer- ence time domain method. The inclusion of the TS considered three modifications in the bioheat equation, which was solve d dynamically: first, the convective heat transfer coefficien t as a function of the gradient between the skin temperature and the environment temperature; second, the skin blood flow rate as a function of the energy absorved by the skin and by the brain; and third, the temperature in the brain constant at 36.8 o C. The bioheat equation was solved for a 3D anatomically based model of the human head composed of 15 tissues. The cellular phone was modeled as a half-wavelength dipole irradiating at 1.8GHz with a power of 120mW. The inclusion of the TS resulted in a maximum temperature rise of 0.029 o C in the skin, a value con- siderably smaller than previously reported. These results sug- gest that modern cellular phones operating at full power would produce temperature rise in the human head within the basal temperature of these tissues.
11
A finite element model of heat transport in the human eye
J. A. Scott · Physics in Medicine and Biology · 1988 · 280 citations