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Compact thermoelectric coupled models of micromachined thermal sensors using trajectory piecewise-linear model order reduction

机译:轨迹分段线性模型降阶的微机械热传感器的紧凑热电耦合模型

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摘要

Numerical simulation has become an effective way to design and optimize micromachined thermal sensors. To improve the speed of development process, fast simulation is indispensable. This paper investigates compact models, which are accurate low order representations of high order finite element models, for micromachined thermal sensors. Because the thermal field and the electric field act on and influence each other, the compact models should be established from the thermoelectric coupled full models. Thermoelectric coupling and temperature dependent resistivity make the problems strong nonlinearity. Therefore a powerful nonlinear model order reduction method, named trajectory piecewise-linear (TPWL) method, is employed. Its core idea is approximating the nonlinear model piecewise-linearly along a training trajectory. The performance of the TPWL method and fast TPWL method are compared. And the effects of linearization point number and local reduced basis order on accuracy, efficiency and size of the TPWL compact models are studied. Moreover, the expandability of the TPWL compact models is also discussed. Results show that the TPWL compact models are suitable for the design and optimization of micromachined thermal sensors.
机译:数值模拟已成为设计和优化微机械热传感器的有效方法。为了提高开发过程的速度,快速仿真是必不可少的。本文研究了紧凑模型,这些模型是用于微机械热传感器的高阶有限元模型的精确低阶表示。由于热场和电场相互影响并相互影响,因此应从热电耦合完整模型建立紧凑模型。热电耦合和随温度变化的电阻率使这些问题成为严重的非线性问题。因此,采用了一种强大的非线性模型降阶方法,称为轨迹分段线性(TPWL)方法。它的核心思想是沿着训练轨迹逐段线性地逼近非线性模型。比较了TPWL方法和快速TPWL方法的性能。研究了线性化点数和局部降阶基序对TPWL紧凑模型精度,效率和尺寸的影响。此外,还讨论了TPWL紧凑模型的可扩展性。结果表明,TPWL紧凑模型适用于微加工热传感器的设计和优化。

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