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- W2023237678 abstract "This paper presents a theory which describes the evaporation and growth of droplets containing an arbitrary number of nonvolatile and volatile constituents. The method is a generalization of Mason's (1971) procedure for calculating the growth of aqueous droplets. A separate differential equation is written for the mass of each volatile ingredient and then the system of equations is solved numerically. Droplets were found to evaporate or grow depending on whether a generalized saturation ratio is less than or greater than unity. Stable equilibrium states can exist only for droplets containing nonvolatile ingredients, regardless of the atmospheric composition. Sample calculations were done for droplets containing water and propylene glycol, and for droplets containing water, propylene glycol and sodium chloride. These are common ingredients of aerosols used for the treatment of respiratory diseases. It was found that propylene glycol, although much less volatile than water, can nevertheless evaporate rapidly from droplets in the respirable size range. The implications for respiratory therapy are discussed." @default.
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- W2023237678 date "1981-01-01" @default.
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- W2023237678 title "The evaporation and growth of droplets having more than one volatile constituent" @default.
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- W2023237678 doi "https://doi.org/10.1016/0021-8502(81)90053-7" @default.
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