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The electromagnetic-thermal dosimetry for the homogeneous human brain model

机译:均匀人脑模型的电磁热剂量法

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摘要

The electromagnetic-thermal dosimetry model of the human brain exposed to electromagnetic (EM) radiation is developed. The EM model based on the surface integral equation (SIE) formulation is derived using the equivalence theorem for the case of a lossy homogeneous dielectric body. The thermal dosimetry model of the brain is based on the form of Pennes' equation for heat transfer in biological tissue. The numerical solution of the EM model is carried out using the Method of Moments (MoM) while the bioheat equation is solved using the finite element method (FEM). Developed EM-thermal model has been applied for the internal dosimetry of the human brain to assess the absorbed EM energy and the consequent temperature rise due to the exposure of 900 MHz plane wave. Due to the variability of various parameters, the sensitivity of the maximum, minimum and the average steady-state temperature, on the various thermal parameters have been examined, as well as the influence of the parameters variation on the temperature distribution in case of EM exposure. The proposed model may be found useful in the rapid assessment of the temperature distribution in the human brain, prior to having to deal with a tedious development of a more complex models.
机译:建立了暴露于电磁辐射下的人脑电磁热剂量模型。对于有损均匀介电体,使用等价原理推导基于表面积分方程(SIE)公式的EM模型。大脑的热剂量测定模型基于生物体内传热的Pennes方程的形式。 EM模型的数值求解是使用矩量法(MoM)进行的,而生物热方程是使用有限元方法(FEM)求解的。已开发的EM热模型已用于人脑的内部剂量测定,以评估吸收的EM能量以及由于暴露900 MHz平面波而导致的温度上升。由于各种参数的可变性,已经研究了最大,最小和平均稳态温度对各种热参数的敏感性,以及在暴露于EM的情况下参数变化对温度分布的影响。 。可以发现提出的模型在快速处理人脑中的温度分布方面很有用,而不必处理更复杂模型的繁琐开发。

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