---- 3.4.4 Runoff Analysis
Last Updated: 17 March 2023 For: OptiSurface Designer V3 and up
Overview:
The Runoff Analysis functionality allows you to calculate runoff depth and
velocity maps during a storm event (e.g. 1 in 5yr storm). The outputs allow the
designer to assess the risk of erosion (high velocity) and overtopping of
furrows (depth greater than furrow) for the
existing topography or a particular landform design.
Tip
- Read this 'Step-By-Step Runoff Analysis' article on our knowledge base for more information.
Also, Follow a video tutorial on this subject here: Runoff Analysis
Part 1 & Runoff
Analysis Part 2
To learn how to use the Runoff Analysis to determine the best positioning of Contour Banks, see this article: Zambia Pivot Contour Banks
Displayed by:
Menu: Tools > Runoff Analysis
Appearance:
3.4.5.1 Topography
Surface: The surface that you want to carry the analysis out on.
Calculation Grid: The cell spacing of the grid that the drainage analysis is calculated on. 10m is a typical useful value. Be careful not to go too small, calculation will increase dramatically as the grid spacing is reduced.
3.4.5.2 Rainfall
Simulation Event Duration (hrs): Defines how long the storm event that will be applied to the field. It
needs to be large enough for the field to generate the highest runoff that it can. 1.5 hrs is generally long enough for fields of 500 m or yds long, for larger fields you need to go proportionally longer. It is the time for water from one end of the field to run-off to the other end of the field. This is also know as the Critical Duration.
1hr Design Rainfall Depth (mm): Defines the rainfall intensity. Best to use the rainfall data from your location. A good number to use is the maximum rainfall you get every 5 years on average in 1 hour.
24hr Design Rainfall Depth (mm): Defines the rainfall intensity.
Best to use the rainfall data from your location. A good number to use is the maximum rainfall you get every 5 years on average in 24 hour.
Hydraulic Roughness (n): This is the same as Mannings ‘n’ used commonly in engineering calculations. Here are some values as measured by Chow (1959):
Description |
Minimum |
Normal |
Maximum |
a. Pasture, no brush |
|
|
|
1.short grass |
0.025 |
0.030 |
0.035 |
2. high grass |
0.030 |
0.035 |
0.050 |
b. Cultivated areas |
|
|
|
1. no crop |
0.020 |
0.030 |
0.040 |
2. mature row crops |
0.025 |
0.035 |
0.045 |
3. mature field crops |
0.030 |
0.040 |
0.050 |
Below is how Manning's n value can vary with depth of flow by Claytor and Scheuler (1986).
3.4.5.3 Infiltration
Runoff Coefficient or Runoff Proportion of Rainfall (%): This is the proportion of rainfall that will become runoff, also known as the Runoff Coefficient. See graph and table below as reference:
Source: Slope Stabilization and Erosion Control: A Bioengineering Approach By Roy P.C. Morgan, R.J. Rickson
Runoff Curve Number, CN: The USDA SCS Runoff Equation uses the Runoff Curve Number (CN) to estimate the portion of rainfall that infiltrates and the remainder becomes runoff. For full details see Technical Release 55 Urban Hydrology for Small Watersheds, 210-VI-TR-55, Second Ed., June 1986.
Determination
of CN depends on the fields soil type and cover conditions, which the
model represents as hydrologic soil group, cover type, treatment, and
hydrologic condition. Use the tables below to guide you on an
appropriate CN.
Soils
are classified into hydrologic soil groups (HSG’s) to indicate the
minimum rate of infiltration obtained for bare soil after prolonged
wetting.
3.4.5.4 Furrows or Beds
Furrow
or Beds Restrict Water Flow Direction: If furrows
or beds exist tick this ON.
Furrow/Beds Direction (deg): The direction of the furrows relative to north. Use the ‘Pick’ button to click two points to define the direction or type a number in.
Furrow/Beds Spacing, w (m): The spacing between the furrows/bed. i.e from one crest to the other as shown in the diagram on the dialog box.
Furrow/Beds
Height, h (m): The height of the intended furrows in the
field. The water will build up in the furrow and only spill across the furrow
when it exceeds this depth.
Furrow/Beds
Side Slope, s (?h:1v): The side slope of the furrow as
shown in the diagram on the dialog box. This is the horizontal distance per 1
vertical. eg 1 mean 45% gradient and 3 would mean 33% gradient.
Furrow/Beds
Bottom Width, b (m): The width of the bottom of the
furrow as shown in the diagram on the dialog box.
3.4.5.5 Inflow Subzone
Inflow for subzone parameter
can be added to define water volume coming in from watershed into the field.
NOTES
Here are the permissible velocities for grassed channels:
Table 7.11: Permissible Velocities for Earth Channels (Source: Handbook for Agrohydrology, 1994)
Table 7.12: Permissible Velocities (m/s) for Channels with Grass Cover (Source: Handbook for Agrohydrology, 1994)
Maximum allowable velocity for cultivated soil (Source: NATURAL RESOURCES CONSERVATION SERVICE CONSERVATION PRACTICE STANDARD TERRACE):
- for erosion-resistant soils (clay textural classification) is 2.5 ft/s (0.75 m/s);
- for average soils (silt textural classification), 2.0 ft/s (0.6 m/s);
- for easily erodible soils (sand textural classification), 1.5 ft/s (0.45m/s).
If Manning’s equation is used to compute velocity, use a maximum n value of 0.035 to determine velocity.
Source: https://www.agric.wa.gov.au/water-management/suggested-maximum-velocities-surface-water-flow