14.3.1.1
Types of Hydrologic Methods
There are a number of empirical hydrologic methods available to estimate runoff characteristics for a site or drainage sub-basin. However, the following methods have been selected to support hydrologic site analysis for the design methods and procedures included in this manual:
* | Rational Method |
* | SCS Unit Hydrograph Method |
* | Snyder’s Unit Hydrograph Method |
* | USGS & TXDOT Regression Equations |
* | iSWM Water Quality Protection Volume Calculation |
* | Water Balance Calculations |
Table 14.3.1 lists the hydrologic methods and the circumstances for their use in various analysis and design applications. Table 3.2 provides some limitations on the use of several methods.
In general:
* | The Rational Method is acceptable for small, highly impervious drainage areas, such as parking lots and roadways draining into inlets and gutters. |
* | The U.S. Geological Survey (USGS) and Texas Department of Transportation (TXDOT) regression equations are acceptable for drainage areas with characteristics within the ranges given for the equations shown in Table 3.2. These equations should not be used when there are significant storage areas within the drainage basin or where other drainage characteristics indicate general regression equations are not appropriate. |
Local Provisions: NONE |
Table 14.3.1. Applications of the Recommended Hydrologic Methods | ||||||
|---|---|---|---|---|---|---|
Method | Rational Method | SCS Method | Modified Rational | Snyder’s Unit Hydrograph | USGS/TXDOT Equations | ISWM Water Quality Volume Calculation |
Water Quality Protection Volume (WQv) | * | |||||
Streambank Protection Volume (SPv) | * | * | ||||
Flood Mitigation Discharge (Qv) | * | * | * | |||
Storage Facilities | * | * | * | |||
Outlet Structures | * | * | ||||
Gutter Flow and Inlets | * | |||||
Storm Drain Pipes | * | * | * | |||
Culverts | * | * | * | * | ||
Bridges | * | * | ||||
Small Ditches | * | * | * | |||
Open Channels | * | * | * | |||
Energy Dissipation | * | * | ||||
Table 14.3.2. Constraints on Using Recommended Hydrologic Methods | ||
|---|---|---|
Method | Size Limitations1 | Comments |
Rational | 0 - 100 acres | Method can be used for estimating peak flows and the design of small site or subdivision storm sewer systems. |
Modified Rational2 | 0 - 200 acres | Method can be used for estimating runoff volumes for storage design. |
Unit Hydrograph (SCS)3 | Any Size | Method can be used for estimating peak flows and hydrographs for all design applications. |
Unit Hydrograph (Snyder’s)4 | 1 acre and larger | Method can be used for estimating peak flows and hydrographs for all design applications. |
TXDOT Regression Equations | 10 to 100 mi2 | Method can be used for estimating peak flows for rural design applications. |
USGS Regression Equations | 3 - 40 mi2 | Method can be used for estimating peak flows for urban design applications. |
iSWM Water Quality Protection Volume Calculation | Limits set for each Structural Control | Method can be used for calculating the Water Quality Protection Volume (WQv). |
1 | Size limitation refers to the drainage basin for the stormwater management facility (e.g., culvert, inlet). |
2 | Where the Modified Rational Method is used for conceptualizing, the engineer is cautioned that the method could underestimate the storage volume. |
3 | This refers to SCS routing methodology included in many readily available programs (such as HEC-HMS or HEC-1) that utilize this methodology. |
4 | This refers to the Snyder’s methodology included in many readily available programs (such as HEC- HMS or HEC-1) that utilize this methodology. |
Local Provisions | ||
Table 14.3.2A. City of Azle Constraints on Using Recommended Hydrologic Methods | ||
Method | Size Limitations1 | Comments |
Rational | 0 - 200 acres | Method for estimating peak flows and the design of small site or subdivision storm sewer systems. |
Modified Rational | 0 - 25 acres | Method can be used for detention planning and conceptual design. |
Unit Hydrograph (SCS)3 | Any Size | Method can be used for estimating peak flows and hydrographs for all design applications. |
Unit Hydrograph4 (Snyder’s) | 100 acres and larger | Method can be used for estimating peak flows and hydrographs for all design applications. |
TXDOT Regression Equations | 10 to 100 mi2 | Method can be used for estimating peak flows for rural design applications. |
USGS Regression Equations | 3 - 40 mi2 | Method can be used for estimating peak flows for rural design applications. |
* City of Azle requires that the “C” coefficients presented in Table 14.3.2A be used in the Modified Rational Method. | ||
* Rainfall distribution for the SCS Unit Hydrograph shall be based on the Frequency Rainfall Data provided in Section 5.0 of the Hydrology Technical Manual centered at the midpoint of the rainstorm (12th hour of a 24-hour storm) unless otherwise approved by the Storm Water Manager. | ||
* Figure 14.5.1 in Section 14.5.0 presents a sample computation sheet for the presentation of unit hydrograph method results. This form should be completed even if the computations are performed on an acceptable computer programs HEC-1 or HEC-HMS. | ||
* An alternative method to determine Snyder’s Lag is to determine the time of concentration (travel time) by the methodology described in Section 1.4 of the Hydrology Technical Manual and multiply this time of concentration by 0.6. | ||
* The TxDOT and USGS Regression methods should only be used for comparison of the reasonableness of other approved determinations, not for final results or design unless specifically approved by Storm Water Manager. | ||
* iSWM Water Quality Protection Volume (WQv) calculation method is not currently required by City of Azle. | ||
* Fully Developed Conditions - For watershed hydrology, fully developed conditions include: | ||
* All existing developed areas shall reflect current land use or current zoning, whichever yields the greatest runoff. | ||
* All existing undeveloped areas shall reflect anticipated future land use designated by zoning classification, by the City’s Comprehensive Plan, or by an approved concept plan. | ||
* If the anticipated future development is unknown, a minimum weighted runoff coefficient of 0.75 shall be used. | ||
* Table 3.2B presents the Rational Formula Runoff “C” Coefficients for the City of Azle. The basis of these coefficients is the standard zoning classification used by the City (“A-43”, “A-21”, etc.) An example of the determination of these coefficients is presented in Figure 14.3.1A. | ||
Table 14.3.2B. Runoff Coefficients | ||
|---|---|---|
Description of Land Use | % Impervious | Runoff Coefficient “C” |
Residential one-acre lots (1) (2) | 35 | 0.51 |
Residential " half-acre lots | 37 | 0.52 |
Residential 10,000 SF lots | 49 | 0.59 |
Residential " 7,500 SF Lots | 55 | 0.59 |
Residential " 5,000 SF Lots | 61 | 0.63 |
Residential " < 5,000 SF Lots | 0.65 | 0.67 |
Multifamily | > 64 | 0.69 |
≥ 79 | 0.77 | |
≥ 93 | 0.86 | |
Commercial/Industrial/House of Worship/School | ||
20% Open Space (Site Plan required) | 80 | 0.78 |
Parks, Cemeteries | 7 | 0.34 |
Railroad Yard Areas | 29 | 0.47 |
Streets: Asphalt, Concrete and Brick | 100 | 0.90 |
Drives, Walks, and Roofs | 100 | 0.90 |
Gravel Areas | 43 | 0.56 |
Unimproved Areas | 0 | 0.30 |
Assumptions: | |
(1) | For Residential Calculations: |
- Current CITY OF AZLE development standards for minimum lot size and maximum lot coverage (structure) for each classification | |
- Assumed 10.5' Parkway and 18' driveway | |
- Assumed 29' B-B street dimension | |
- Calculated by applying 90% runoff from impervious areas and 30% runoff from pervious areas | |
(2) | Calculated from designated setbacks |
14.3.1.2
Rainfall Estimation
Rainfall intensities are provided in Section 5.0 of the Hydrology Technical Manual for the nine (9) counties within the North Central Texas Council of Governments. The intensities are based on a combination of data from Hydro-35 and USGS. These intensities shall be used for all hydrologic analysis within the applicable county.
Local Provisions: NONE |
(Ordinance 2012-10 adopted 8/21/12)

