Cities Index.
Attachment D - Appendix F-1 - Hydrology Study

San Marcos City Council
June 25, 2024

Document
Attachment D - Appendix F-1 - Hydrology Study
Meeting
June 25, 2024
Body
San Marcos City Council
Pages
4
Original file
26.7 MB
Text extracted from the city's file for reading and search. Open the original on legistar2.granicus.com. That file is the official record.

ATTACHMENT 8

HYDROGRAPH

8a. Hydrograph Report

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8b. Runoff Coefficient C After Detention Structure Calculations

CALCULATION AFTER THE DETENTION STRUCTURE
The purpose of the detention structure is to alter the peak flow and or time to peak of a given storm so it will not have a negative impact on the downstream facilities. There are different methods on how to use the resulting values of the outflow hydrograph.

For the purposes of this example there will be an association of the following values:

Qin = Is equal to the inflow value that will enter the basin before storage Qout = Is equal to the outflow value that will exit the basin after storage Tc in = Is equal to the Time of Concentration flowing into the basin before detention Tc out = Is equal to the Time of Concentration exiting the basin after detention A = Area of the tributary area being examined; (This value does not change) cinflow = The runoff coefficient going into the basin for detention cout = The runoff coefficient recalculated taking into account water stored in pond for detention

One method is to keep the value of c(inflow) and solve for the I=intensity & Tc(outflow). In this interpretation, we will get a Tc that will not match the value of the Tc (out of the detention structure) of the outflow hydrograph that was calculated using the detention pond. The Tc Using this method shows a disruption on the oneness & continuity of the outflow hydrograph & the formula Q=cIA.

The second method; that is the method we are using is to recalculate the c=coefficient based on the fix values of the outflow hydrograph to achieve a cout . This value uses the c inflow from the flow into the detention basin and then is recalculated by the output of the hydrograph software using Q=cIA; translated as c=Q/IA . This method preserves the formula Q=cIA & does not alter the Tc (out of the detention structure) . This method shows that in order to maintain mathematical integrity of the rational equation (Q=CIA), the detention structure alters the runoff coefficient which is the only unknown in the equation. It is noted that the designer feels it is important to hold the value of Tc and the Q values that are calculated from the hydrograph.

The routing of the runoff through the detention structure gives us the Q (out of the detention structure) and T∆ time lag between Q (inflow) & Q (out of the detention structure) .

The known fix values coming out of the detention structure are:
o Q = cfs
o Tc (out of the detention structure) = minutes
o A = acres
o Please note that c=coefficient is not given directly from the resulting hydrograph coming out of the detention pond.

In order to satisfy the rational equation of Q=CIA (see Section 3 of the 2003 San Diego County Hydrology Manual) coming out of the detention structure, we will calculate the only unknown value of the equation which is the outlet runoff coefficient, C (outlet) . By using the Tc (out of the detention structure) we can solve for the intensity, I. With the intensity (I) value calculated, we can solve for the outlet runoff coefficient, C(outlet) .

The following equations are used in
this stage: Q = CIA
I = 7.44P 6D-0.645

Where:

Q(out of the detention structure) = runoff (cfs), known value Tc (inflow) = detention structure inflow time of concentration (D) (minutes)
T∆ = time lag between Q (inflow) & Q (out of the detention structure)

(minutes) Tc (out of the detention structure) = Tc (inflow) + T∆ (minutes) P6 = 6 hour precipitation (inches), known value.

I = intensity (inches/hour), calculated based on the value of Tc (out of the detention structure) A = tributary area of the detention structure (acres),
known value C(outflow) = runoff coefficient (unitless), value to be solved

STO TANK (TC LAG FROM HYDRAFLOW HYDROGRAPH)

LINE ITEM STORAGE PIPE REMARKS

1 P6 inch 3.2 KNOWN VALUE
2 TC (inflow) mins 8 KNOWN VALUE
3 TC (lag) mins 8.4 FROM THE OUTFLOW HYDROGRAPH
4 TC (ouflow) mins 16.4 LINE 2+3
5 I inches/hour 3.919 FROM THE INTENSITY FORMULA
6 Q(outflow) 6.898 KNOWN VALUE
7 A (inflow=outflow) 2.26 KNOWN VALUE
8 c(inflow) 0.84 KNOWN VALUE FROM THE CONTRIBUTING

BASIN(S)

9 c(outflow) 0.779 CALCULATED FROM C=Q/IA

The preceding highlighted data are then used to continue the calculations downstream of the detention structure.

In summary these are the steps of the calculations presented here:

1. Hydrologic methods of calculation as laid out in the 2003 San Diego Hydrology Manual was used upstream of the detention structure. These includes the methods of determining c, Tc and confluence of a junction. The c values used in the proposed conditions range from “undisturbed natural terrain” to “low & high density residential” whichever is appropriate for the contributing basin.

2. At the outflow of the detention structure, the c value was recalculated using the resulting values of the outflow hydrograph. This method preserves the values of Tc (out of the detention structure) , A & Q (outflow) . Methods and software satisfy the formula Q=cIA & the 2003 San Diego Hydrology Manual. This step shows that in order to maintain mathematical integrity of the rational equation (Q=CIA), the detention structure alters the runoff coefficient which is the only unknown in the equation.

3. The values determined in step 2 were used in the continuation of the calculations using the Hydrologic methods of calculation as laid out in the 2003 San Diego Hydrology Manual downstream of the detention structure. These includes the methods of determining c, Tc and confluence of a junction. The c values used in the proposed conditions range from “undisturbed natural terrain” to “low & high density residential” whichever is appropriate for the contributing basin.

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