Shed Roof Pitch Calculator (Skillion/Single-Slope)
Calculate wall height differences for single-slope shed roofs. Optimize water runoff and construction materials by determining the exact pitch based on wall heights and span.
1. Dimensions
2. Solve For...
About
Shed roofs, also known as skillion or mono-pitch roofs, require a different calculation approach than standard gable roofs. The critical dimension is the differential between the high wall and the low wall over a specific horizontal run. This difference dictates the pitch, which fundamentally affects water drainage and snow load capacity.
Builders often encounter two scenarios: they either have a desired pitch and need to know how much taller to frame the front wall, or they have existing wall heights and need to verify if the resulting pitch meets roofing material warranties. This tool handles the conversion of mixed units (feet and inches) to prevent accumulation errors in framing.
Formulas
The relationship between wall heights and roof pitch is linear.
Wall Differential (Rise):
Rise = Hhigh − Hlow
Pitch Calculation:
Pitch = RiseRun × 12
Rafter Length:
L = √Rise2 + Run2 + Overhangs
Accurate Run measurement must be horizontal distance, not along the slope.
Reference Data
| Material | Min Pitch Ratio | Min Angle (°) | Notes |
|---|---|---|---|
| Built-Up Roof (BUR) | 0.25:12 | 1.19° | Requires positive drainage |
| Modified Bitumen | 0.25:12 | 1.19° | Torch-down or self-adhered |
| Standing Seam Metal | 1:12 | 4.76° | Check manufacturer specs |
| Corrugated Metal | 3:12 | 14.04° | Exposed fasteners require slope |
| Asphalt Shingles | 2:12 | 9.46° | Low slope application required (2:12-4:12) |
| Asphalt Shingles (Std) | 4:12 | 18.43° | Standard application |
| Clay/Concrete Tile | 4:12 | 18.43° | Heavy weight considerations |