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Comparative Study of Finite Element Method and Boundary Element Method for Reconstruction of 3D Temperature Field in a Biological Body

机译:有限元法和边界元法在生物体内重建3D温度场的比较研究

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摘要

The noninvasive reconstruction of 3D temperature field in a biological body is very valuable in bio-medical engineering field. Based on the classical Pennes bioheat transfer equation, the mathematical model of heat transfer suitable for breast tissue is established in this paper. Meanwhile, the modeling and simulation of heat transfer in a cuboid polypropylene module are presented based on finite element method (FEM) and boundary element method (BEM) respectively. The thermal properties of polypropylene are very similar with that of female breast tissue. The simulation results are analyzed by comparison. The analysis results show the contours of temperature field acquired with FEM are smooth, the distribution of temperature values is reasonable, and the results can reflect the position and temperature of heat sources to some extent, but the computation burden of FEM is heavy; The contours of temperature field acquired with BEM are not smooth, and temperature field appears fluctuant locally, the results can also reflect the position and temperature of sources to some extent, but the calculation amount of BEM is much smaller than that of FEM. For the biological tissue with complex boundary condition and geometry, the FEM is suitable for the simulation and analysis of temperature field, while for the relatively simple one, the BEM is better.
机译:生物体内3D温度场的无创重建在生物医学工程领域中非常有价值。基于经典的Pennes生物传热方程,建立了适合乳腺组织传热的数学模型。同时,分别基于有限元法(FEM)和边界元法(BEM),提出了长方体聚丙烯组件内传热的建模与仿真。聚丙烯的热性能与女性乳房组织的热性能非常相似。通过比较分析仿真结果。分析结果表明,有限元法得到的温度场轮廓光滑,温度值分布合理,可以在一定程度上反映热源的位置和温度,但有限元计算量大。用边界元法得到的温度场轮廓不平滑,温度场出现局部波动,其结果在一定程度上也能反映出震源的位置和温度,但边界元法的计算量要比有限元法小得多。对于具有复杂边界条件和几何形状的生物组织,FEM适合于温度场的模拟和分析,而对于相对简单的生物组织,BEM则更好。

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