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An Inverted Gaussian Plume Model for Estimating the Location and Amount of Release of Airborne Agents from Downwind Atmospheric Concentrations William R. Hogan, G.F. Cooper, M.M. Wagner, G.L. Maelstrom
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An inverted gaussian plume is a mathematical model used to estimate the dispersion of air pollutants emitted from a source that is located at ground level or below. It is called inverted because the plume rises and spreads out in an opposite manner compared to a standard gaussian plume model.
The filing of an inverted gaussian plume is typically required by industries or facilities that emit air pollutants. The specific regulations and requirements vary depending on the jurisdiction and the type of pollutants emitted.
Filling out an inverted gaussian plume involves gathering relevant data and input parameters, such as emission rates, meteorological conditions, and receptor locations. This data is then used to perform calculations and generate a dispersion model that estimates the pollutant concentrations at different receptor points.
The purpose of an inverted gaussian plume is to assess and predict the potential impacts of air pollutant emissions on surrounding areas and populations. It helps in evaluating air quality standards compliance, determining the need for control measures, and making informed decisions for pollution prevention and control efforts.
The information that must be reported on an inverted gaussian plume typically includes details about the emission source, such as emission rates, release height, and stack diameter. Additionally, meteorological data, receptor locations, and terrain characteristics are also required for accurate modeling and assessment.
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