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The simple Maxwell model (the default) treats droplet evaporation as a purely diffusive phenomenon at the droplet surface.
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The Stefan-Fuchs model also considers the advective transport of the vapor-gas mixture away from the droplet surface during evaporation. If the droplets are well below their boiling point, this usually gives only slightly faster evaporation than the Maxwell model.
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Select Specify evaporation constant to enter a value or expression for the Evaporation constant κ (SI unit: m2/s) directly. The default is 1 mm2/s. This is the time derivative of the square of the droplet diameter. The square of the diameter has been observed to decrease at a constant rate when the droplet is at a steady-state temperature, a phenomenon sometimes called the d2 law.
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If you select Include droplet heating, it is recommended not to add a Convective Heat Losses node to the model since this would effectively double-count the heating of the droplet by the surrounding fluid
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Heat capacity at constant pressure Cp (SI unit: J/(kg K)) of the gas surrounding the droplet. The default is 1 kJ/(kg K).
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Thermal conductivity k (SI unit: W/(m K)) of the gas surrounding the droplet. The default is 0.025 W/(m K).
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For Never, the droplets will not disappear.
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For Specify cutoff particle mass (the default), enter a value or expression for the Cutoff particle mass mp,c (SI unit: kg). The default is 10-14 kg.
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For Specify cutoff particle diameter, enter a value or expression for the Cutoff particle diameter dp,c (SI unit: m). The default is 1 μm.
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