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Compact Thermal Model of the Pulse Transformer Taking into Account Nonlinearity of Heat Transfer

机译：脉冲变压器的紧凑型热模型考虑了传热的非线性

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Krzysztof Górecki; Kalina Detka; Krzysztof Górski;
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1. Pulsed Thermal Imaging Measurement of Thermal Properties for Thermal Barrier Coatings Based on a Multilayer Heat Transfer Model [J] . J. G. Sun Journal of Heat Transfer . 2014,第8期

机译：基于多层传热模型的热障涂层热性能的脉冲热成像测量
2. The compact thermal model of the pulse transformer [J] . Krzysztof Gorecki, Malgorzata Rogalska Microelectronics journal . 2014,第12期

机译：脉冲变压器的紧凑热模型
3. Influence of turbulence RANS models on heat transfer coefficients and stress distribution during thermal-FSI analysis of power turbine guide vane of helicopter turbine engine PZL-10W taking into account convergence of heat flux [J] . Banas Kamil, Badur Janusz Progress in computational fluid dynamics . 2018,第5期

机译：考虑热通量收敛的湍流RANS模型对直升机涡轮PZL-10W动力涡轮导叶的热FSI分析中的传热系数和应力分布的影响
4. A finite element package modelling thermal phenomena with conduction taking into account radiative heat transfer in 2D Cartesian and 2D axisymmetrical geometries [C] . D. Saumabere, A. Gagonoud, Y.Du Terrail Couvat Fourth International Conference on Advanced Computational Methods in Heat Transfer held in Udine, Italy, in July 1996 . 1996

机译：考虑到二维笛卡尔坐标和二维轴对称几何中的辐射传热的有限元程序包，通过传导对热现象进行建模
5. Numerical modeling of microscale heat transfer effects in thermally stimulated nonlinear optical materials. [D] . Whalen, Richard Anthony. 1999

机译：热激发非线性光学材料中微尺度传热效应的数值模型。
6. A compact model for magnetic tunnel junction (MTJ) switched by thermally assisted Spin transfer torque (TAS + STT) [O] . Weisheng Zhao, Julien Duval, Jacques-Olivier Klein, 2011

机译：通过热辅助自旋传递转矩（TAS + STT）切换的磁性隧道结（MTJ）的紧凑模型
7. This article presents a new numerical model describing the behaviour of a thermally thick wood sample exposed to high solar heat flux (above 1 MW/m2). A preliminary study based on dimensionless numbers is used to classify the problem and support model building assumptions. Then, a model based on mass, momentum and energy balance equations is proposed. These equations are coupled with liquid-vapour drying model and pseudo species biomass degradation model. By comparing to a former experimental study, preliminary results have shown that these equations are not enough to accurately predict biomass behaviour under high solar heat flux. Indeed, a char layer acting as radiative shield forms on the sample exposed surface. In addition to this classical set of equations, it is mandatory to take into account radiation penetration into the medium. Furthermore, as biomass contains water, medium deformation consecutively to char steam gasification must also be implemented. Finally, with the addition of these two strategies, the model is able to properly capture the degradation of biomass when exposed to high radiative heat flux over a range of sample initial moisture content. Additional insights of biomass behaviour under high solar heat flux were also derived. Drying, pyrolysis and gasification fronts are present at the same time inside of the sample. The coexistence of these three thermochemical fronts leads to char gasification by the steam produced from drying of the sample, which it is the main phenomenon behind medium ablation. [O] . Pozzobon, Victor, Salvador, Sylvain, Bézian, Jean Jacques 2018

机译：本文提供了一个新的数值模型，该模型描述了暴露于高太阳热通量（高于1 / MW / m2）的热厚木材样品的行为。基于无量纲数的初步研究用于对问题进行分类并支持模型构建假设。然后，提出了一种基于质量，动量和能量平衡方程的模型。这些方程式与液体蒸汽干燥模型和假物种生物质降解模型耦合。通过与以前的实验研究进行比较，初步结果表明，这些方程不足以准确预测高太阳热通量下的生物量行为。的确，在样品暴露的表面上形成了充当辐射屏蔽层的炭层。除了这套经典的方程式之外，还必须考虑到辐射向介质的渗透。此外，由于生物质中含有水，因此还必须在炭蒸气汽化后进行连续的介质变形。最后，通过添加这两种策略，该模型能够在一定范围的样品初始水分含量下暴露于高辐射热通量的情况下，正确捕获生物质的降解。还得出了在高太阳热通量下生物量行为的其他见解。样品内部同时存在干燥，热解和气化前沿。这三个热化学前沿的共存会导致样品干燥产生的蒸汽产生焦炭气化，这是介质烧蚀的主要现象。
8. High-intensity drying process: Impulse drying. Progress report on modeling of fluid flow and heat transfer in a crown compensated impulse drying roll: The heat transfer problem [R] . Orloff, D. , Hojjatie, B. , Bloom, F. 1995

机译：高强度干燥过程：脉冲干燥。冠顶补偿脉冲干燥辊内流体流动与传热模型的进展报告：传热问题

Compact Thermal Model of the Pulse Transformer Taking into Account Nonlinearity of Heat Transfer

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