Abstract
The dispersion of a reactive gaseous species emitted from an elevated time-dependent point source undergoing a first-order chemical reaction removal process such as rainout/washout and forming secondary species has been studied by solving unsteady-state three-dimensional diffusion equation by prescribing different forms of fluxes at the source. By using the method of images, the solutions have also been obtained when the source is located at (0, 0, h s) and the ground is acting as a reflecting plane. The effects of removal processes on the dispersion of primary and secondary species have been discussed.
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