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Stormwater Quality Design Manual (May 2007) - City of Sacramento ...

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Using the Effective Area Managed in Calculating Treatment RequirementAfter each Run<strong>of</strong>f Reduction measure has been addressed on the subforms, forms D-2a and D-2b, the A cis totaled. This managed area is subtracted from the Area Requiring Treatment (A T) found in Step 1. TheAdjusted Area Requiring Treatment (A AT ) is also used to find an Adjusted Impervious Fraction (I A ).After the A T , A AT , and I A have been calculated, the water quality flow and/or volume must be calculatedfor sizing treatment controls. Whether the designer needs to calculate flow-based treatment or volumebasedtreatment depends on the type <strong>of</strong> treatment planned.Treatment flow (WQF) is found using the standard flow equation,WQF = C i Awhere C is the rational run<strong>of</strong>f coefficient for A AT (assumed to be 0.95), i is the rainfall intensity, and A isthe adjusted area requiring treatment (A AT ). This value is to be used when determining sizing criteria forstructural treatment controls.Treatment Volume (WQV) is found using either the CASQA method (Roseville):V = A x SV / 12where A = the total area <strong>of</strong> the drainage shed,SV = SV = the Unit Basin Storage Volume; use C A adjusted for credits earned (seeAdjusted Run<strong>of</strong>f Coefficient, below).Or the ASCE-WEF method (<strong>Sacramento</strong>):WQV (ac-ft) = P 0 * A / 12where A = the total area <strong>of</strong> the drainage shed,P 0 = maximized detention volume using the ASCE-WEF method.Please refer to chapter 6 and Appendix E for the selection <strong>of</strong> the treatment measures and designrequirements. Then use form D-1f, Treatment – Volume Based (CASQA) for volume-based treatmentcontrols within the <strong>City</strong> <strong>of</strong> Roseville, or form D-1g, Treatment – Volume Based, for treatment controls inareas outside <strong>of</strong> the <strong>City</strong> <strong>of</strong> Roseville.Adjusted Run<strong>of</strong>f CoefficientThe Adjusted Impervious Fraction is converted to an Adjusted Run<strong>of</strong>f Coefficient, C A , using the empiricalregression equation presented in the California <strong>Stormwater</strong> BMP Handbook (CASQA, 2003).C = 0.858 I 3 – 0.78 I 2 + 0.774 I + 0.04where,C = run<strong>of</strong>f coefficientI = impervious fractionThe results <strong>of</strong> this equation for values <strong>of</strong> “I” between 0 and 1 are listed in Table D-2d <strong>of</strong> Appendix D-2.<strong>Stormwater</strong> <strong>Quality</strong> <strong>Design</strong> <strong>Manual</strong> for the <strong>Sacramento</strong> and South Placer Regions<strong>May</strong> <strong>2007</strong> Appendix D-4 Page 11

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