介质微波加热的数学建模

V. Anfinogentov
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引用次数: 7

摘要

在本工作中考虑的是微波加热的半无限介电层在已知的微波功率的表面分布。本文给出了单单元微波辐射体和多单元辐射体系统的介电层温度的计算结果。本文对平面电磁波入射到半无限介质层表面时,其非稳态导热系数的二维问题进行了解析讨论。对于波,假定功率面分布是已知的。具体到微波加热工厂,基本要求是整个加工材料或其部分的温度场均匀性。为了获得物体均匀的微波加热,我们在物体表面上方使用了一个多单元辐射系统。实验结果表明,与单一散热器相比,多元件散热器系统可以获得更均匀的温度分布。
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Mathematical modelling of dielectrics microwave heating
Considered in this work is the microwave heating of a semi-infinite dielectric layer at a known surface distribution of microwave power. The paper presents calculation results of the temperature in a dielectric layer for a single microwave radiator, as well as for a multi-element radiator system. We present an analytical discussion of the 2D task concerning the non-stationary thermal conductivity for a semi-infinite dielectric layer, when the plane electromagnetic wave is incident on its surface. For the wave, the power surface distribution is assumed to be known. The basic requirement, specific to microwave heating plants, is temperature field uniformity for the whole volume of processed material or some of its parts. In order to obtain uniform microwave heating of the object, we used a multi-element radiating system, located above its surface. The experimental results show that multi-element radiator systems allow us to obtain a more uniform temperature distribution, compared with single radiators.
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