2014
DOI: 10.1016/j.indcrop.2014.07.046
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Microwave dielectric characterization of hay during pyrolysis

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Cited by 38 publications
(16 citation statements)
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“…These models can fit the experimental curves perfectly in predicting the variations of dielectric properties. The first model is called Boltzmann model, it is based on a sigmoidal function, which can be given by [14,15]:…”
Section: Dielectric Properties Modelingmentioning
confidence: 99%
“…These models can fit the experimental curves perfectly in predicting the variations of dielectric properties. The first model is called Boltzmann model, it is based on a sigmoidal function, which can be given by [14,15]:…”
Section: Dielectric Properties Modelingmentioning
confidence: 99%
“…To date, there are only a small number of publications which report the dielectric properties of a small selection of biomass types. These include sorghum [178], oil palm [179][180][181], Australian wood-based biomass [182], wood pellets [183], Tobacco stems [184], hay [185], switchgrass [186] and corn stover [187]. However, the majority of these studies have only acquired dielectric property measurement information at temperatures up to ca.…”
Section: Dielectric Properties Of Biomassmentioning
confidence: 99%
“…50°C. It is known that the dielectric properties of biomass change nonlinearly with temperature [183], however only a limited number of studies have determined the dielectric properties of biomass at elevated temperatures (within the 100°C -900°C temperature range) [176,185,186,188,189]. Considering that the pre-treatment of biomass may require temperatures that exceed 100°C (for example biomass torrefaction requiring temperatures up to 300°C), further work is required to determine the dielectric responses of different biomass feedstocks at higher temperatures.…”
Section: Dielectric Properties Of Biomassmentioning
confidence: 99%
“…These models can fit the experimental curves perfectly in predicting the variations of dielectric properties. The first model is called Boltzmann model, it is based on a sigmoidal function, which can be given by [14,15]: (3) where is dielectric properties (dielectric constant and dielectric loss), and temperature (°C) is the lone independent variable, , , and are the regression coefficients. The second model is Gauss model and can also be expressed as exponential form [15,16]: (4) where is dielectric properties (dielectric constant and dielectric loss), and (°C) is the temperature, , , and are the regression coefficients.…”
Section: Dielectric Properties Modelingmentioning
confidence: 99%