This lesson covers the quasi-steady analysis of simultaneous heat and mass transfer, focusing on the evaporation of a water droplet suspended in a nitrogen atmosphere. The lesson explains the concept of transport phenomena and how it applies to non-Newtonian fluids. It discusses the time-dependent behavior of the system and the use of a quasi-steady analysis to understand the problem. The lesson also delves into the mathematical aspects of the problem, developing equations for flux, interfacial balance, and energy conservation. It further explains how to solve these equations to find the time required for the droplet to completely evaporate. The lesson concludes with the calculation of the total time for evaporation.

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