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The Swale Calculator helps civil engineers and landscape architects design effective drainage swales for stormwater management. Calculate swale dimensions, slopes, and flow capacity to ensure proper site drainage.
Swales are shallow, vegetated channels that convey stormwater runoff while providing water quality treatment through filtration and infiltration. Proper swale design balances drainage capacity with landscape integration and environmental benefits.
Enter your drainage area, design storm intensity, and desired swale characteristics to calculate required swale dimensions, slope, and depth. The calculator uses Manning's equation to determine flow capacity and ensures swales meet both hydraulic and aesthetic requirements.
Features
Everything you need
- Swale depth and width calculations
- Slope determination using Manning's equation
- Flow capacity verification
- Multiple cross-section shapes
- Design storm intensity inputs
- Vegetation and roughness coefficients
- Drainage area calculations
How it works
Simple workflow
- 1Enter drainage area and design storm intensity
- 2Specify desired swale shape and dimensions
- 3Set vegetation type and roughness coefficient
- 4Calculate required slope for design flow
- 5Verify flow capacity meets drainage requirements
Use cases
Built for real-world scenarios
Site drainage design
Design swales to convey stormwater runoff while integrating with landscape design.
Low-impact development
Create vegetated swales as green infrastructure for stormwater management.
Erosion control
Design swales with appropriate slopes and vegetation to prevent erosion.
Permit applications
Generate swale design calculations for stormwater management permit submissions.
FAQ
Frequently asked questions
A swale is a shallow, vegetated drainage channel designed to convey stormwater runoff while providing water quality treatment. Swales are typically wider and shallower than ditches and are integrated into landscape design.
Swale slopes typically range from 1-4% (0.5-2 inches per 10 feet). Steeper slopes increase flow velocity and may require erosion protection. Flatter slopes promote infiltration but require more length.
Swale capacity is calculated using Manning's equation: Q = (1.49/n) × A × R^(2/3) × S^(1/2), where n is roughness coefficient, A is cross-sectional area, R is hydraulic radius, and S is slope.
Native grasses and sedges work well, providing good roughness coefficients (n=0.03-0.05) while requiring minimal maintenance. Avoid woody vegetation that could obstruct flow.
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We're always looking to improve our calculators. If you have ideas for new features, improvements, or found something that could work better, we'd love to hear from you.
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