Effect of the load size on the efficiency of microwave heating under stop flow and continuous flow conditions
2012 (English)In: The Journal of microwave power and electromagnetic energy, ISSN 0832-7823, Vol. 46, no 2, 83-92 p.Article in journal (Refereed) Published
A novel heating efficiency analysis of the microwave heated stop-flow (i.e. stagnant liquid) and continuous-flow reactors has been presented. The thermal losses to the surrounding air by natural convection have been taken into account for heating efficiency calculation of the microwave heating process. The effect of the load diameter in the range of 4–29 mm onthe heating efficiency of ethylene glycol was studied in a single mode microwave cavity under continuous flow and stop-flow conditions. The variation of the microwave absorbing properties of the load with temperature was estimated. Under stop-flow conditions, the heating efficiency depends on the load diameter. The highest heating efficiency has been observed at the load diameter close to the half wavelength of the electromagnetic field in the corresponding medium. Under continuous-flow conditions, the heating efficiency increased linearly. However,microwave leakage above the propagation diameter restricted further experimentation at higher load diameters. Contrary to the stop-flow conditions, the load temperature did not raise monotonously from the inlet to outlet under continuous-flow conditions. This was due to the combined effect of lagging convective heat fluxes in comparison to volumetric heating. This severely disturbs the uniformity of the electromagnetic field in the axial direction and creates areas of high and low field intensity along the load length decreasing the heating efficiency as compared to stop-flow conditions.
Place, publisher, year, edition, pages
A Publication of the International Microwave Power Institute IMPI , 2012. Vol. 46, no 2, 83-92 p.
Microwave, single mode cavity, heating efficiency, stop flow, continuous flow
IdentifiersURN: urn:nbn:se:umu:diva-55804OAI: oai:DiVA.org:umu-55804DiVA: diva2:530124