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GPS-X Technical Reference

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315 Others Models<br />

The optimal polymer dosage and sludge treatability are used to define the performance<br />

of the unit. The minimal sludge concentration for processing is a limit concentration<br />

under which the unit will not operate. The cake dry material content is a function of the<br />

treatability and the expected content from easy to treat sludge at optimal polymer<br />

dosage, hard to treat sludge at optimal, and no polymer dosage.<br />

Using the following mass balance, the output flow rates (Q o and Q s) can be computed:<br />

Equation 11.13<br />

Press Model<br />

The press model is based on the simple model but has, in addition, a parameter for the<br />

filter press surface area and a maximum load on the press. These two parameters are<br />

used to model the reduced efficiency of dewatering as the loading on the press increases.<br />

The dewatering object should not be confused with the thickener object. The thickener is<br />

configured like a nonreactive settling tank. The Sedimentation Models are described in<br />

Chapter 8 (page 253).<br />

Differential Model<br />

In certain solid-liquid separation devices (centrifuges, vortex separator etc.), the<br />

inorganic particulate matter may be removed at higher efficiency than the organic<br />

particulate matter due to difference in the density. Further, depending on the nature of<br />

aggregation/particle size of particulate matter, there may be differences in the relative<br />

removal efficiencies of different organic particulate matters.<br />

In some of the sludge reduction systems (i.e. Cannibal Process), it is suggested that the<br />

inert organic material is preferentially removed by the solid-liquid separation device in<br />

the process. To model such processes, an empirical solid-liquid separation model<br />

(differential) is implemented in dewatering unit process considering differential removal<br />

of particulates depending on the characteristics of each particulate state variable.<br />

<strong>GPS</strong>-X <strong>Technical</strong> <strong>Reference</strong>

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