Sewage Treatment Plant Model
overview
main purpose
summary
SimpleTreat was developed to enable calculation of the fate of organic chemicals in a biological wastewater treatment plant (WWTP) ecosystem.
The model is a steady state, multiple box model solving the mass balance of a contaminant taking into account phase partitioning, degradation and volatilization. The model estimates concentrations of contaminants in effluents and sludge, and the corresponding discharges through air (volatilization), solid and liquid discharges from the plant.
The model is designed to appraise the environmental fate of a chemical undergoing treatment in a WWTP. It can be used in regulatory applications as well as in the assessment of policy scenarios of wastewater treatment.
model type
- Other: null
ownership
licence
- Licence type
- Non-Free Software licence
homepage
details on model structure and approach
The model assumes steady state and complete mixing of the contaminant in the compartments of a WWTP. It assumes partitioning to follow linear isotherms. The description has limitations on validity for ionic and polar compounds. The mass balance of a contaminant in the various phases and compartments within the WWTP is solved as a system of linear equations.
model inputs
- Physicochemical properties of the contaminant:
- Air-water partition coefficient
- Degradation rate
- Solids/water partition coefficient
- Operating conditions of the WWTP (particularly the hydraulic loading rate and sludge retention time).
model outputs
- Concentration of the contaminant in the different compartments and phases of the WWTP, including sludge and effluents.
- Percentage of the contaminant mass in the effluents that ends up in the sludge and effluents, and degradation/volatilization removal efficiency (%).
model spatial-temporal resolution and extent
Parameter | Description |
---|---|
Spatial Extent/Country Coverage | The model is generic and can be applied to a WWTP in any location.
The model is not spatially explicit (the WWTP is represented as a set of interconnected boxes).
|
Spatial Resolution | Other Not spatially explicit |
Temporal Extent | Other Steady state |
Temporal Resolution | Other Steady state models can be applied independent of time. They refer to the time for which inputs are valid. |