Snow load is the downward force that accumulated snow and ice put on a roof. During strong winter storms or long cold spells, this weight can build up enough to stress structural members, cause leaks and sagging, or in extreme cases, lead to partial or complete roof collapse. A simple estimate of roof snow weight helps you decide when to remove snow, when to monitor more closely, and when to call a professional.
This calculator estimates the weight of snow on your roof and the corresponding pounds per square foot (psf) based on roof area, snow depth, and an assumed snow density. It is designed for homeowners, facility managers, and anyone who wants a quick way to gauge whether current snow conditions might be approaching the typical design limits for a roof.
The calculator treats the snow on your roof as a uniform layer with a certain depth and density. Using your inputs, it estimates:
To do this, it uses a straightforward physical relationship between depth, density, volume, and weight. Because you enter snow depth in inches and snow density in pounds per cubic foot, the depth is first converted to feet before calculating the total weight.
The core formula used by the calculator is:
W = (d / 12) × ρ × A
where:
The average snow load in pounds per square foot is then:
psf = W / A
Putting that together, the psf expression becomes:
psf = (d / 12) × ρ
The following MathML block shows the same relationships in standard mathematical notation:
Here q represents the uniform snow load in pounds per square foot. Note that the average psf value does not depend on roof area, only on snow depth and density. The total roof area matters when you want to know the overall weight on the structure.
Snow density can vary widely depending on temperature, age of the snowpack, and how much it has melted and refrozen. Some rough reference ranges are:
Typical reference values for residential roof snow capacity are often quoted in the range of about 20–40 psf for older homes and higher for roofs designed in heavy-snow regions. However, actual design values for your building depend on local building codes, ground snow load, roof slope, materials, age, and condition. You should not assume that your roof matches any generic number without checking documentation or consulting a qualified professional.
To see how the calculator’s math plays out, consider the following example:
Depth in feet is d / 12:
d / 12 = 18 / 12 = 1.5 ft
Volume of snow on the roof is depth times area:
Volume = 1.5 ft × 1,500 ft² = 2,250 ft³
Multiply volume by density:
W = 2,250 ft³ × 20 lb/ft³ = 45,000 lb
So the snow on this roof weighs about 45,000 pounds in total.
Divide total weight by area:
psf = 45,000 lb ÷ 1,500 ft² = 30 psf
In this scenario, the roof is carrying approximately 30 pounds per square foot of snow load. If the roof was designed for around 40 psf of snow load, the current condition could be getting uncomfortably close to the design level and might justify professional advice or snow removal.
Once you have entered your roof area, snow depth, and density, the calculator will display the total weight and the average psf snow load. Use these values as an informational guide, not a strict safety threshold.
Always remember that this is a simplified estimate. Local codes, actual roof design, and physical condition may mean your safe limit is higher or lower than any generic reference number.
Building codes commonly specify ground snow load (often written as Pg) rather than directly specifying roof snow load. Engineers then apply factors for roof slope, exposure, importance, and other conditions to convert ground snow load into a design roof snow load.
This calculator does not reproduce those code-based calculations. Instead, it estimates actual weight on your roof based on measured depth and an assumed density. It can help you compare current conditions to approximate design ranges or rule-of-thumb values, but it is not a substitute for a full code-based design check.
To get more reliable results from the calculator, pay attention to how you measure depth and how you choose a density value:
No single psf number can guarantee safety or predict failure, but some practical signs, combined with a high calculated load, should prompt immediate attention:
If you observe any of these warning signs, especially in combination with a high snow load indicated by the calculator, contact a qualified contractor or structural engineer as soon as possible.
The table below compares a few simple scenarios to illustrate how snow depth and density affect load. All examples use a 1,000 ft² roof for easier comparison.
| Scenario | Depth (in) | Density (lb/ft³) | Average Load (psf) | Total Roof Snow Weight (lb) |
|---|---|---|---|---|
| Light, fluffy snow | 12 | 10 | 10 × (12 / 12) = 10 psf | 10 psf × 1,000 ft² = 10,000 lb |
| Moderate, typical snow | 18 | 20 | 20 × (18 / 12) = 30 psf | 30 psf × 1,000 ft² = 30,000 lb |
| Heavy, wet snow | 18 | 30 | 30 × (18 / 12) = 45 psf | 45 psf × 1,000 ft² = 45,000 lb |
| Deep, dense snowpack | 30 | 30 | 30 × (30 / 12) = 75 psf | 75 psf × 1,000 ft² = 75,000 lb |
These examples show how modest changes in depth and density can significantly increase roof snow load. In heavy-snow climates, design values often anticipate these higher scenarios, but aging roofs or those not built to current codes may be more vulnerable.
Snow-related design requirements vary considerably by region and even from one municipality to another. Mountainous areas and cold climates can have much larger code-specified ground snow loads than milder coastal or low-elevation areas. In some locations, flat roofs or roofs with complex geometry must be designed for localized drifts and sliding snow from higher roofs.
Because of this variability, you should treat this calculator’s output as an approximation that helps you ask better questions, not as an official design or compliance tool. For critical decisions, check:
This roof snow load calculator makes several simplifying assumptions so it can provide quick results with a few basic inputs. These assumptions are important for interpreting the numbers safely:
Because of these limitations, the calculator is intended for informational and educational use only. It is not a substitute for a professional engineering analysis, building code review, or on-site inspection.
Removing snow from a roof can be dangerous, particularly on steep, icy, or high roofs. The risk of falls, contact with overhead power lines, or causing sudden unbalanced loads can be as serious as the original snow load problem.
This calculator is provided for general information only and does not constitute engineering advice, inspection, or certification. Always defer to local codes, professional judgment, and on-site assessment when life safety or major property risk is involved.