Air Dispersion Modeling Conversions and Formulas

 

http://www.air-dispersion.com/formulas.html
 
Click in table below on desired item:
 
Converting mg/m3 to ppmv
Converting ppmv to mg/m3
Effect Of Altitude On
Pollutant Concentration
Calculation Of
Gas Densities
Standard Conditions
For Gas Volumes
Gas Volume
Conversions
Definition Of The
Pasquill Stability Classes
Pressure
Conversions
Effect Of Altitude
On Windspeeds
Converting Mass Flow Rates
To Volumetric Flow Rates
Windspeed
Conversion Factors
Adjusting ppmv To Units
Used In Emission Limits
Definition Of The Pasquill Stability Classes

The amount of turbulence in the ambient air has a major effect upon the rise and dispersion of air pollutant plumes. The amount of turbulence can be categorized into defined increments or "stability classes". The most commonly used categories are the Pasquill stability classes A, B, C, D, E, and F. Class A denotes the most unstable or most turbulent conditions and Class F denotes the most stable or least turbulent conditions.
The Pasquill stability classes are presented below as they are defined by the prevailing meteorological conditions of: (a) surface windspeed measured at 10 meters above ground level and (b) day-time incoming solar radiation or the night-time percentage of cloud cover.
 
Surface
Windspeed
Daytime
Incoming Solar Radiation
Night-time
Cloud Cover
 
m/s
mi/hr
Strong
Moderate
Slight
> 50%
< 50%
 
<2
<5
A
A-B
B
E</CENTER
 
F
2-3
5-7</CENTER
 
A-B
B
C
E
F
3-5</CENTER
 
7-11
B
B-C
C
D
E
5-6
11-13</CENTER
 
C
C-D
D
D
D
>6
>13
C
D
D
D
D
 
Note: Class D applies to heavily overcast skies, at any windspeed day or night.
 
 
 
 
 
 
 
 
 
 
 
 
 
 
NOTES:
(1) m/s = meters per second
(2) mi/hr = statute miles per hour
Effect of Altitude on Windspeeds:
 
The winds aloft generally have a higher velocity than the winds at ground level. In other words, at any given time and place, windspeed usually increases with altitude. The effect of altitude on windspeed involves two factors:
 
Ø       the degree of turbulent mixing prevailing in the atmosphere at the given time and place, as characterized by the Pasquill stability class
Ø       the terrain's surface area roughness, which induces surface friction at the given place