Numerical analysis and optimization of the microwave inductive heating performance of water film

•The coupled model of electromagnetic and heat transfer is numerically implemented.•The influences of permittivity and some design parameters are studied detailedly.•The heating performance fluctuates repeating with the change of waveguide location.•When the sample situates off the cavity center, th...

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Veröffentlicht in:International journal of heat and mass transfer 2019-08, Vol.139, p.17-30
Hauptverfasser: Gao, Xin, Liu, Xinshuang, Yan, Peng, Li, Xingang, Li, Hong
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container_title International journal of heat and mass transfer
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creator Gao, Xin
Liu, Xinshuang
Yan, Peng
Li, Xingang
Li, Hong
description •The coupled model of electromagnetic and heat transfer is numerically implemented.•The influences of permittivity and some design parameters are studied detailedly.•The heating performance fluctuates repeating with the change of waveguide location.•When the sample situates off the cavity center, the heating effect is even better.•The work will provide guidance for the design and scaling-up of microwave applicator. This paper focuses on the influence of various design parameters on microwave heating performance by coupling of the electromagnetic and the heat transfer equations by COMSOL Multiphysics software. The coupled model of microwave heating is numerically implemented using a finite element method and validated by comparison with previous experimental results. Results indicate that samples with different permittivities show different temperature rise. With some design parametric variations such as cavity shape, waveguide location, loading sample position and so on, the heating effects which are the energy utilization and temperature distribution exhibit sensitively. The results show that with the waveguide location changing with axial direction of cavity, the heating performance will fluctuate not monotonically while repeating, which means the optimal waveguide location is not unique. Furthermore, when the loading samples situate off the center of cavity, the heating effect is even better. Since previous studies barely paid attention to the structure design of cavity and inside vessel, this work concentrates on specific cavity and heating equipment which in turn fills design rules of microwave heating process and offers guidance for the design and scaling-up of microwave applicator.
doi_str_mv 10.1016/j.ijheatmasstransfer.2019.04.122
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This paper focuses on the influence of various design parameters on microwave heating performance by coupling of the electromagnetic and the heat transfer equations by COMSOL Multiphysics software. The coupled model of microwave heating is numerically implemented using a finite element method and validated by comparison with previous experimental results. Results indicate that samples with different permittivities show different temperature rise. With some design parametric variations such as cavity shape, waveguide location, loading sample position and so on, the heating effects which are the energy utilization and temperature distribution exhibit sensitively. The results show that with the waveguide location changing with axial direction of cavity, the heating performance will fluctuate not monotonically while repeating, which means the optimal waveguide location is not unique. Furthermore, when the loading samples situate off the center of cavity, the heating effect is even better. 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This paper focuses on the influence of various design parameters on microwave heating performance by coupling of the electromagnetic and the heat transfer equations by COMSOL Multiphysics software. The coupled model of microwave heating is numerically implemented using a finite element method and validated by comparison with previous experimental results. Results indicate that samples with different permittivities show different temperature rise. With some design parametric variations such as cavity shape, waveguide location, loading sample position and so on, the heating effects which are the energy utilization and temperature distribution exhibit sensitively. The results show that with the waveguide location changing with axial direction of cavity, the heating performance will fluctuate not monotonically while repeating, which means the optimal waveguide location is not unique. Furthermore, when the loading samples situate off the center of cavity, the heating effect is even better. 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subjects Cavity design
Design parameters
Energy distribution
Energy utilization
Finite element method
Heating equipment
High temperature effects
Microwave heating
Multiphysics
Numerical analysis
Optimization
Position (location)
Temperature distribution
Water film
Waveguide
title Numerical analysis and optimization of the microwave inductive heating performance of water film
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