Enter gutter shape, dimensions, slope, and roughness to calculate flow capacity, velocity, hydraulic radius, and Froude number with Manning's equation.
For educational purposes only. Not a substitute for professional engineering judgment.
Gutter flow capacity is calculated using Manning's equation for open channel flow. The calculator determines how much water a gutter can convey based on its shape, size, material, and slope.
This is a uniform-flow check at one depth and slope. Roof runoff accumulates along a gutter run, while bends, outlets, seams, debris, and local backwater can reduce actual performance. The result therefore does not establish a maximum gutter length or downspout spacing.
Use the optional roof-area comparison at the downstream design section, then verify outlet locations, overflow provisions, and allowable contributing area against the locally adopted roof-drainage requirements and manufacturer data.
| Material | Manning's n | Notes |
|---|---|---|
| Aluminum | 0.011 | Screening default |
| Galvanized Steel | 0.012 | Screening default |
| Copper | 0.011 | Screening default |
| Vinyl/PVC | 0.009 | Smooth-channel screening default |
| Painted Steel | 0.012 | Screening default |
| Stainless Steel | 0.010 | Screening default |
| Cast Iron | 0.013 | Rougher screening default |
Generic screening defaults only. Manning's n is empirical; use project or manufacturer data when available. Open-channel method reference: Chow (1959).