Snow Load Tests

Snow Load Tests

Calculating snow loads for roofs is a critical aspect of structural safety that often goes unnoticed until extreme weather conditions arrive. One of the primary reasons for calculating snow loads is to prevent roof collapse. Snow may appear light and fluffy, but it can put significant pressure on a structure as it accumulates. The weight of the snow can vary depending on factors such as moisture content, temperature, and type of snowfall. Engineers consider the ground snow load, which is the weight of the snow on the ground, and the roof snow load, which is the pressure on the roof. These calculations help design roofs that can support the maximum expected snow load, ensuring safety during winter storms.

Snow Load Tests

Failure to properly calculate snow loads can lead to structural damage, property loss, and even pose a threat to human life. Roofs that are not designed to support the weight of accumulated snow can sag or, in extreme cases, collapse.

Calculating snow loads for roofs is not just a technical requirement. It is a fundamental step towards ensuring the safety and durability of a structure. In short, snow load is an important component in the strength design of a structure. Getting the loading right during the design phase ensures the safety of the structure.

Snow load is usually measured in kg/m². Snow depth can be obtained by multiplying the snow density by the snow depth. However, since it is difficult to know the exact density of each layer of precipitation on a snow-covered roof, here are some examples of snow loads depending on the quality of the snowpack:

  • Fresh snow: 25 to 30 cm of fresh snow corresponds to a load of approximately 2,3 kg per square metre of roof.
  • Compacted snow: 7,5 to 12,5 cm of compacted snow is equivalent to a load of approximately 2,3 kg per square meter of roof.
  • Ice: 2,5 cm of ice is equivalent to a load of 2,3 kg per square metre of roof.

In general, the weight of snow on a roof can be calculated using the formula: Snow weight = Roof length x Roof width / Slope degree x Snow load.

Unless the roof structure is weakened, most residential roofs should withstand a load of approximately 100 kg/m² before succumbing to structural stress.

Variables that affect the calculation of snow weight on a pitched roof include:

  • Roof length and width: The dimensions of the roof are important in calculating the weight of the snow it supports. The larger these variables are, the greater the snow load. The formula used to determine the weight of snow on a roof is to multiply the length and width of the roof to obtain the snow-covered surface area.
  • Roof slope: Roof slope plays an important role in calculating the weight of snow on a roof. As a general rule, the steeper the slope, the lower the snow load.

The European standard "EN 1991-1-3 Actions on structures - Part 1-3: General actions - Snow loads" provides guidance for determining the values ​​of snow-induced loads used in the structural design of buildings and civil engineering works. This standard is not applicable to sites above 1500 m altitude unless otherwise stated. Recommendations for handling snow loads for altitudes above 1500 m are included in the annex of the standard. Annex A gives information on the design cases and load arrangements to be used for different locations. Annex B gives the shape factors to be used for handling exceptional snowpacks.

Annex C gives characteristic values ​​of the snow load on the ground based on the results of studies carried out under a specific contract of the European Commission. The objectives of this annex are to:

  • Providing information to national authorities to help them redraft and update their national maps
  • To help ensure that the established harmonised procedures used to produce the maps in this annex are used in the processing of basic snow data in Member States.

Annex D provides guidance for adjusting ground snow loads based on the return period.

Appendix E provides information on the bulk weight density of snow.

The EN 1991-1-3 standard does not provide guidance on specialist aspects of snow load, such as:

  • Snow impact loads resulting from sliding or falling from a higher place
  • Additional wind loads that may result from changes in the shape or size of construction works due to the presence of snow or ice accumulation.
  • Loads in areas where snow is present throughout the year
  • Ice load
  • Lateral load from snow (e.g. lateral loads exerted by drifts)
  • Snow loads on bridges

Among the numerous tests, measurements, analyses and evaluations our organization has carried out for businesses in various sectors, it also provides snow load testing services with its trained and expert staff and advanced technological equipment.

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