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This experiment was run at a higher flow rate than what we would typically see in AguaClara plants. The flow rate was estimated by calculating the average port flow rate and then multiplying by the total number of ports. The actual equation used follows:

Latex
Wiki Markup
{latex} $$
Q_{Manifold}  = [\sum {(V_{Measured}  \cdot A_{SedPort} }  \cdot Pi_{vc} )] \cdot {{N_{portsTotal} } \over {N_{portsMeasured} }}
$$
{latex}

For this experimental setup with the vacuum pump we estimated a flow of 6.7 L/s. The energy dissipation rate was calculated by using the following equation:

Wiki Markup
Latex
{latex} $$ 
\varepsilon _{Max}  = {1 \over {20D_{Port} }}\left( {{{V_{Port} } \over {K_{vc} }}} \right)^3 
$$ {latex}
. The average energy dissipation rate was found to be 66 mW/kg and the maximum energy dissipation rate rises to 129 mW/kg, these values greatly exceed the 10 mW/kg standard of AguaClara plants. But this manifold was also running at a flow rate of 6.7 L/s and AguaClara plants would not operate under these conditions. This experiment was solely about testing the limits of the Am/Avc ratio.

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