数值生物热FDTD模型的验证

L. Shoshiashvili, A. Razmadze, N. Jejelava, R. Zaridze, L.G. Bit-Babik, A. Faraone
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引用次数: 10

摘要

人体暴露于射频能量下的温升评价已成为关系到射频暴露安全标准未来发展的重要课题。因此,在这种复杂的多学科研究中,验证FDTD等现有方法是非常重要的。基于开发的程序包,对这类研究中最常用的生物热方程时域有限差分解的精度进行了分析。通过测试用例与解析解的比较,研究了阶梯几何表示在FDTD网格中的作用。并与已发表的研究结果进行了比较。初步数据表明,在恒温边界条件下,时域有限差分法的结果与解析解在传热过程过渡状态下略有差异,而在稳态状态下则吻合得更好。在对流边界条件下,时域有限差分法得到的对流边界稳态温度分布与文献报道的有限元结果相差不大,模型内的温量值与有限元模型的温量值基本一致。结果表明,时域有限差分模拟的误差可能是由于模拟结构的光滑边界和阶梯边界之间的表面积差异导致的更快的热交换。这些结果与T. Samaras et al.(2006)报道的结果相似。对于网格分辨率为0.5 mm的类组织热性能模型,对远离边界的体内温度的影响小于1%,而在边界处对温度的影响在4-7%之间
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Validation of Numerical Bioheat FDTD Model
Temperature rise evaluation in human body exposed to RF energy is becoming increasingly important topic related to the future development of the RF exposure safety standards. Therefore the validation of the existing methods like FDTD used in such complex multidisciplinary studies is very important. The accuracy of the FDTD solution of the bio-heat equation which is most often used in this type if studies have been analyzed based on the developed program package. The effect of stair case geometry representation in FDTD grid has been investigated by comparing the test case with analytical solution. In addition comparison was made with the published results. Preliminary data show that in case of constant temperature boundary conditions FDTD results slightly differ from the analytical solution during the transition state of the heat transfer process while there is a much better agreement in steady state regime. In case of convective boundary conditions the steady state temperature distribution at the convective boundary obtained by FDTD method also differ insignificantly from the FEM results reported in literature and temperature values inside the model are almost identical with that from FEM models. The results point to the conclusion that the error in FDTD simulations may be attributed to faster heat exchange which is due to the difference of surface area between the smooth and stair case boundaries of the modeled structures. These results are similar to those reported in T. Samaras et al. (2006). The impact on temperature inside the body far from the boundary is less than 1% while at the boundary is in the range of 4-7% for the models with 0.5 mm grid resolution and tissue like thermal properties
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