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首页> 外文期刊>Journal of Thermal Biology >Triangular node for Transmission-Line Modeling (TLM) applied to bio-heat transfer
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Triangular node for Transmission-Line Modeling (TLM) applied to bio-heat transfer

机译:用于生物传热的传输线建模(TLM)的三角形节点

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Transmission-Line Modeling (TLM) is a numerical method used to solve complex and time-domain bioheat transfer problems. In TLM, rectangles are used to discretize two-dimensional problems. The drawback in using rectangular shapes is that instead of refining only the domain of interest, a large additional domain will also be refined in the x and y axes, which results in increased computational time and memory space. In this paper, we developed a triangular node for TLM applied to bio-heat transfer that does not have the drawback associated with the rectangular nodes. The model includes heat source, blood perfusion (advection), boundary conditions and initial conditions. The boundary conditions could be adiabatic, temperature, heat flux, or convection. A matrix equation for TLM, which simplifies the solution of time-domain problems or solves steady-state problems, was also developed. The predicted results were compared against results obtained from the solution of a simplified two-dimensional problem, and they agreed within 1% for a mesh length of triangular faces of 59 gm 9 gm (mean standard deviation) and a time step of 1 ms. (C) 2016 Elsevier Ltd. All rights reserved.
机译:传输线建模(TLM)是一种用于解决复杂的时域生物传热问题的数值方法。在TLM中,矩形用于离散二维问题。使用矩形形状的缺点是,除了仅精炼目标域外,还会在x和y轴上精炼大量其他域,这会导致计算时间和存储空间的增加。在本文中,我们开发了应用于生物传热的TLM三角形节点,该三角形节点没有与矩形节点相关的缺点。该模型包括热源,血液灌注(对流),边界条件和初始条件。边界条件可以是绝热,温度,热通量或对流。还开发了用于TLM的矩阵方程,该方程简化了时域问题的求解或解决了稳态问题。将预测结果与从简化的二维问题的解决方案中获得的结果进行了比较,对于59 gm 9 gm(平均标准偏差)的三角形面的网格长度和1 ms的时间步长,它们的一致性在1%以内。 (C)2016 Elsevier Ltd.保留所有权利。

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