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→For full infiltration design, to calculate the total depth of clear stone aggregate layers needed for the water storage reservoir
The equation for the maximum depth of the stone reservoir (''d<sub>r, max</sub>'', m) is as follows:
The equation for the maximum depth of the stone reservoir (''d<sub>r, max</sub>'', m) is as follows:
<math>d_{r, max}=\frac{RVC_{T}\times A_{p}) + (RVC_{T}\times A_{i}\times C) - (f'\times D\times A_{p})}{n}</math>
<math>d_{r, max}=\frac{(RVC_{T}\times A_{p}) + (RVC_{T}\times A_{i}\times C) - (f'\times D\times A_{p})}{n}</math>
<math>d_{r, max}=\frac{\left[\left ( RVC_{T}\times R \right )+ RVC_{T}-\left(f'\times D\right )\right]}{n}</math>
<math>d_{r, max}=\frac{\left[\left ( RVC_{T}\times R \right )+ RVC_{T}-\left(f'\times D\right )\right]}{n}</math>