Plume Dispersion Study: Investigating Emission Effluents from a 400m High Stack, Study Guides, Projects, Research of Physics

An assignment aimed at analyzing plume dispersion from a 400m high stack up to a 10km horizontal distance. The study considers six different atmospheric conditions using the pasquill-gifford model and plots curves to understand effluent emission. The document details the computational formula for the quantity (χv/q) and the methodology for determining maximum concentration.

Typology: Study Guides, Projects, Research

2011/2012

Uploaded on 08/26/2012

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ABSTRACT
The objective of this assignment was to study the plume dispersion from a 400m high stack up
to 10 km horizontal distance. The quantity for six different atmospheric conditions
determined by the Pasquill-Gifford was taken into account and curves for these conditions were
plotted between the horizontal distances up to 10 km to gain the idea of effluents
emission from a 400 m high stack.
PROCEDURE
The quantity (χv/Q) which has been used to study dispersion effects was computed by the
Following formula,
Where,
y = horizontal diffusion coefficient
z = vertical diffusion coefficient
Q= Effluent Emission Rate
V=Mean Wind
In order to determine the maximum concentration, following relation is used
where (yz)max means that y and z are to be evaluated at the value of x determined from
y was evaluated at the value of x, which was obtained by the curve between z and x. The
value of z was determined by the above relation.
/
/ Qv
/
/ Qv
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ABSTRACT

The objective of this assignment was to study the plume dispersion from a 400m high stack up to 10 km horizontal distance. The quantity for six different atmospheric conditions determined by the Pasquill-Gifford was taken into account and curves for these conditions were plotted between the horizontal distances up to 10 km to gain the idea of effluents emission from a 400 m high stack.

PROCEDURE

The quantity (χv/Q) which has been used to study dispersion effects was computed by the Following formula,

Where,

y = horizontal diffusion coefficient z = vertical diffusion coefficient Q= Effluent Emission Rate V=Mean Wind

In order to determine the maximum concentration, following relation is used

where (yz)max means that y and z are to be evaluated at the value of x determined from

y was evaluated at the value of x, which was obtained by the curve between z and x. The value of z was determined by the above relation.

 v / Q /

v / Q /

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