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CANARINA:
DISPER:
SOLUTIONS: DISPER
COMMANDS:
ALGORITHMS:
EMISSIONS:
GRAPHS:
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The Decay Term (D) The Decay Term is a simple method of accounting for pollutant removal by physical or chemical processes. It is of the form: D=exp(-psi x/us) for psi > 0 (36) D=0 for psi = 0 (37) where: psi= the decay coefficient (s-1) (a value of zero means decay is not considered) x= downwind distance (m) For example, if T1/2 is the pollutant half life in seconds, the user can obtain y from the relationship: psi=0.693/T1/2 (38) The default value for psi is zero. That is, decay is not considered in the model calculations unless y is specified. However, a decay half life of 4 hours (y = 0.0000481 s-1) corresponds to SO2 when modeled.
Algorithms I - Algorithms II - Algorithms III - Algorithms IV - Algorithms V - Algorithms VI - Algorithms VII - Algorithms VIII - Algorithms IX - Algorithms X
Air pollution map (XY-Plane) produced by continuous discharge in time (three stacks). The red colour represents high pollutant concentrations. Wind: W (270 degrees).
Air pollution map (XY-Plane) produced by continuous discharge in time. The fucshia lines represents a stacks in the XY-Plane. The red colour represents high pollutant concentrations. Winds: NE (45 dregrees) and 145 degrees.
Canarina Algoritmos Numéricos, S.L. Environmental software solutions Software for environmental impact Canary Islands, Spain e-mail: contact us
CANARINA: Home - Air pollution ˇ DISPER - Noise pollution ˇ CUSTIC - Water pollution ˇ DESCAR - Contact us DISPER: Air pollution dispersion ˇ DISPER - Solutions - Data - Algorithms - Emissions - Graphs - ISC3 (VOL. 2) SOLUTIONS: Air pollution dispersion ˇ DISPER - Software solutions - Software advantages - Price - DEMO download COMMANDS: Input data I - Input data II - Input data III - Input data IV - Temporal average - Import and export data - Software commands ALGORITHMS: Algorithms I - Algorithms II - Algorithms III - Algorithms IV - Algorithms V - Algorithms VI - Algorithms VII - Algorithms VIII - Algorithms IX - Algorithms X EMISSIONS: Emissions I - Emissions II - Emissions III - Pollutants I - Pollutants II GRAPHS: Graphs I - Graphs II - Graphs III - Graphs IV
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