多本征模共振频率激励下的大型微波炉均匀介质加热

Dominik Neumaier, Sabrina Sanseverino, G. Link, J. Jelonnek
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引用次数: 1

摘要

与传统加热方法相比,正确使用微波加热可以显著增加工业加热过程的生产周期时间和能源效率。该技术的主要挑战是提高产品在微波炉内暴露于驻波中的温度均匀性。与磁控管相反,固态放大器(SSA)提供了通过智能控制方法改变幅度、频率和相位来增加均匀性的可能性[1]。在这项工作中,考虑了SSA的频率和幅度的变化。实验中使用的多模微波炉的工业尺寸为535 mm x 510 mm x 395 mm(图1)。SSA的工作频率范围为2.4 GHz至2.5 GHz。它由德国HBH微波有限公司研制的300w新型固态微波源组成。在CST Microwave Studio的数值模拟基础上,开发了一种天线系统。优化了四个环形天线的位置,以激发至少90%的可能的32个本征模式[2]的空腔。在空腔顶部安装红外摄像机,观察加热过程中载荷的温度分布。一张纸被用作热负荷。将其放置在聚四氟乙烯板上作为样品支架。图1示例性地说明了两个代表性特征模态的模拟功率分布与实测温度分布的比较。从图中可以预期,不同模式的优化组合将显著改善材料的温度均匀性。本文将介绍在不同类型荷载下获得的最新结果。
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HOMOGENEOUS DIELECTRIC HEATING IN LARGE MICROWAVE OVENS BY EXCITATION OF MULTIPLE EIGENMODES AT THEIR RESONANCE FREQUENCIES
The proper use of microwave heating can significantly increase the production cycle time and energy efficiency in industrial heating processes compared to conventional heating methods. The main challenge of this technique is to improve the temperature uniformity in the product exposed to standing waves inside the microwave oven. In opposite to the magnetron, solid-state amplifiers (SSA) offer the possibility to increase the homogeneity by changing the amplitude, frequency and phase with the help of intelligent control methods [1]. In this work, the variation of the frequency and the amplitude of the SSA is considered. The multimode microwave oven used in the experiment has an industrial size of 535 mm x 510 mm x 395 mm (Figure 1). The SSA was operated in the frequency range from 2.4 GHz to 2.5 GHz. It consisted of a new 300 W solid state microwave source from HBH microwave GmbH, Germany. An antenna system was developed based on numerical simulation with CST Microwave Studio. The positions of four loop antennas were optimized to excite at least 90 % of the possible 32 eigenmodes [2] of the unloaded cavity. At the roof of the cavity, an IR camera was installed to observe the temperature distribution of the load during heating. A sheet of paper was used as the thermal load. It was placed on a PTFE plate as a sample holder. Figure 1 exemplary illustrates the comparison of the simulated power distribution with the measured temperature distribution for two representative eigenmodes. As can be expected from the figures, an optimized combination of different modes will lead to a significantly improved temperature uniformity in the material. Latest results obtained with different type of loads will be presented.
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