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GPS-X Technical Reference

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107 Suspended Growth Models<br />

The regression parameter A 6 can be accessed in <strong>GPS</strong>-X in the<br />

Input Parameters > Operational > More form. The parameter A 6 was estimated by<br />

Hydromantis uses linear regression to fit Equation 6.26 to the solid curve in Figure 8 of<br />

Pöpel and Wagner (1994). In order to perform the regression it was necessary to first<br />

adjust the airflow per diffuser and the diffuser density to match the SOTE of 20 % at<br />

depth of 5 m shown in Figure 8 of Pöpel and Wagner (1994).<br />

The deep tank SOTE correlation is only applied for fine bubble diffusers. It can be<br />

turned off by setting the parameter A 6 to zero in <strong>GPS</strong>-X.<br />

Blower Wire Power<br />

The wire power in kW consumed by the blowers in order to deliver the required air is<br />

calculated in <strong>GPS</strong>-X as follows:<br />

Equation 6.28<br />

where:<br />

DP<br />

e<br />

= delivered power of blowers (kW)<br />

= overall efficiency of mechanical equipment (i.e. blowers, motors,<br />

coupling, and gearbox)<br />

The overall efficiency of the mechanical equipment is entered into <strong>GPS</strong>-X in the<br />

Input Parameters > Operating Cost form of most biological objects. The delivered<br />

power of the blowers is calculated using the adiabatic compression equation (Mueller et<br />

al., (2002)):<br />

Equation 6.29<br />

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

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