Mathematical model and heat conduction analysis of a silicon-based thermoelectric enzyme sensor

Dong Yiqun, Z. Wuming, Li Jiliang, Chen Yuquan
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引用次数: 3

Abstract

The finite element method (FEM) employed to model the temperature field in a heated silicon plane was discussed, since optimum designing of the micro-silicon structure would be the basis of a micro-machined silicon-based thermal biosensor. In this research, the heat flow originally generated by the enzymatic reaction was conducted in the anisotropically etched silicon and collected by a thermopile array. Fourier's law and Laplace's equation were utilized to build the temperature field equations under appropriate boundary conditions in two-dimensions Cartesian coordinates, while FEM was used to calculate the temperature field and model conduction. Meanwhile, several available results for optimum design are reported.
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硅基热电酶传感器的数学模型及热传导分析
由于微硅结构的优化设计是微机械硅基热生物传感器的基础,本文讨论了用有限元法模拟加热硅平面温度场的方法。在本研究中,最初由酶促反应产生的热流在各向异性蚀刻硅中进行,并通过热电堆阵列收集。利用傅里叶定律和拉普拉斯方程在二维笛卡尔坐标系中建立合适边界条件下的温度场方程,利用有限元法计算温度场并建立传导模型。同时,还报道了一些可供优化设计的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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