Snow Load Calculator
Steeper roofs hold less; above 60 degrees the shape coefficient is zero — but not at valleys and parapets.
Also known as roof snow load · snow loading · ground snow load
With the default inputs: Ground snow load sk 1.0 kN/m² · Roof pitch α 35° · Exposure coefficient Ce 1.0 etc.Roof snow load 0.667 kN/m²
Use your own dimensions ↓Inputs
Result
| Shape coefficient μ1 | 0.667 |
| Share of flat-roof value | 83% |
| Roof snow load s | 0.667kN/m² |
| Equivalent snow depth (at 200 kg/m³) | 333mm |
| Total snow weight | 66.7kN |
| Equivalent mass | 6.8t |
| Flat roof on same site | 0.800kN/m² |
How this is worked out
Under EN 1991-1-3 the roof load is s = mu1 x Ce x Ct x sk, and the three coefficients do three different jobs. mu1 handles pitch: 0.8 below 30 degrees, falling linearly to zero between 30 and 60, and zero above 60 because the snow slides off. Ce handles exposure, and EN 1991-1-3 cl. 5.3.3 gives the recommended value as 1.0; the banding of 0.9 fully exposed, 1.0 partly exposed and 1.2 sheltered comes from ASCE 7 Table 7.3-1 and some national annexes, so do not mix the two. Ct handles thermal and is also 1.0 by the EN recommendation, rising only for cold roofs that never melt, 1.1 to 1.2 under ASCE. One counter-intuitive point: snow load is applied to the plan projection, not the sloped area. Snow is measured over its horizontal footprint on the ground, and spreading it over a slope thins it without changing that footprint, so do not multiply by the roof factor the way you would for tiles — that double counts. A steep roof is not automatically safe either: above 60 degrees the coefficient is zero, yet valleys, parapets and the lower slope of a stepped roof are drift zones where local load can be more than double, and those must be checked separately. Light steel roofs also need the unbalanced case — one slope melted and the other did not — because half-span loading can produce the same moment as full span.
Next up: Wind Load Calculator · Seismic Base Shear Calculator
Reverse: known result, work out one input
Enter a target result; the other inputs stay fixed and this one is worked out.
Formula
| Shape coefficient | μ1 = 0.8 (α ≤ 30°) |
| μ1 = 0.8(60 − α)/30 (30° < α < 60°) | |
| μ1 = 0 (α ≥ 60°) | |
| Roof snow load | s = μ1·Ce·Ct·sk |
| Total weight | S = s × plan area |
Basis
The codes below are listed for comparison. This calculator returns EN 1991-1-3 values only.
- Implemented: EN 1991-1-3 (Europe / Commonwealth) - the values this calculator returns
- EN 1991-1-3, §5.3.2 — shape coefficient μ1 for pitched roofs
- EN 1991-1-3, §5.3.3 — exposure coefficient Ce
- EN 1991-1-3, §5.3.4 — thermal coefficient Ct
- ASCE 7-22, Chapter 7 and Table 7.3-1 — ground snow load and roof exposure, for comparison
FAQ
How do I calculate roof snow load?
Does a steep roof mean no snow load?
What to calculate next
These jobs are done back to back on site — follow the steps to work through the whole sequence.
Structure: loads before membersStep 2 of 4
- 1Wind Load Calculator
- 2Snow Load Calculator
- 3Seismic Base Shear Calculator
- 4Punching Shear Calculator
Cite this page
Use this format in reports, method statements or coursework. The link is permanent.
Building Calculator. Snow Load Calculator. 2026-10-25. https://jianzhujisuan.com/en/snow-load