Processing...

`"Roof"_"Weight of snow" = f( "length" , "width" ,"6/12", "snowDepth" ) `

Enter a value for all fields

The **Weight of Snow on a Roof** calculator estimates the weight of snow on a roof based on the roofs dimensions and the type and depth of snow.

**INSTRUCTIONS:** Choose units and enter the following:

- (
**l**) Length of Roof - (
**w**) Width of Roof - (
**p**) Pitch of Roof - (
**d**) Depth of Snow on Roof - (
**sT**) Type of Snow

**Weight of Snow (SW):** The Weight of Snow on a Roof is returned in pounds. However, this can be automatically converted to other weight and mass units (e.g. kilograms or tons) via the pull-down menu.

- Compute the volume of water in snow or rain
- Compute the Weight/Mass of Snow on an Area.
- Compute the Weight of Snow on a Rectangular Area.
- Compute the Weight of Snow on a Roof.
- Compute the Weight of Snow on a Polygon Shaped Area.
- Compute the Volume of Water in a Rainfall
- Compute the flow rate of a broad crested weir.
- Compute water capillary rise.
- Compute the volume of flood water.
- Compute the number of sandbags needed to build a wall or dike.
- Water Saturation Ratio
- Rain Fall Harvesting Calculator

Type of snow or ice | (kg/m^{3}) |

Fresh New snow | 50-70 |

Damp new snow | 100-200 |

Settled snow | 200-300 |

Depth hoar | 100-300 |

Wind packed snow | 350-400 |

Firn (granular) | 400-830 |

Very wet | 700-800 |

Glacier ice | 830-917 |

The dimensions of your roof are used to compute the roof's surface area. That area is based on the length and width of the area covered and the pitch.

The formula works for gabled roofs (two sided) and single sided roofs (see diagram). For gabled roofs, this formula is only accurate if the both gables have the same pitch, which puts the ridge in the middle. For roofs with different pitches, calculate each side separately.

The depth of the snow combines with the surface area to compute the volume of snow. With that, and the type of snow, one can reasonably estimate the weight of snow on one's roof.

Ignoring minute traces of other substances, **snow is frozen water**. This equation uses a median value for the Snow Water Equivalent (SWE) based on the type of snow or ice selected:

To reduce the weight of snow on one's roof, many people use a roof rake to pull large quantities of snow off of the roof.