Snow Water Equivalent (SWE) Calculator

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What snow water equivalent (SWE) is—and why it matters

Snow water equivalent (SWE) is the amount of liquid water stored in a snowpack, expressed as an equivalent depth of water if that snow melted and spread evenly over the same area. SWE is used in hydrology and weather because it connects what you can measure in the field (snow depth and density) to what matters downstream (runoff volume, reservoir inflow, flood risk, and water supply).

Snow depth alone can be misleading: 30 cm of light powder may contain less water than 15 cm of dense, wet spring snow. SWE incorporates density so the result tracks water content much more reliably across snow types and seasons.

How this calculator works (with formulas)

This calculator estimates SWE from two inputs:

At its core, SWE comes from a simple mass/volume relationship: water depth equals (snow depth) × (snow density / water density).

General formula (any consistent units):

SWE = d ρs ρw

Where:

Implemented shortcut for depth in centimeters and SWE in millimeters:

SWE (mm) = d (cm) ρs 100

This works because converting centimeters to millimeters introduces a factor of 10, and dividing by 1000 for water density yields an overall division by 100.

How to interpret the result

Typical snow density ranges (quick guide)

Snow density changes with crystal type, temperature, wind packing, settlement, melt–freeze cycles, and liquid water content. Use measured density when possible; otherwise, choose a reasonable estimate:

Typical bulk snow density ranges (approximate)
Snow type / condition Density (kg/m³) What it feels like Notes
Very light new snow (“champagne powder”) 30–70 Fluffy, low water content Often cold, calm conditions
New snow / typical powder 70–120 Light, easy to shovel Common early storm snow
Wind-packed / settled midwinter snow 150–300 Denser, supportive surface Compaction increases with time
Wet snow / spring snow 300–500 Heavy, sticky Higher water content; density can spike during melt
Firn / refrozen dense snow (not glacier ice) 500–800 Hard, granular Transitional; may be layered

Worked example (step-by-step)

Example: A snowpit measurement shows 45 cm snow depth, and you estimate density at 250 kg/m³.

  1. Use the calculator formula: SWE (mm) = depth (cm) × density / 100
  2. Compute: 45 × 250 / 100 = 112.5 mm SWE
  3. Convert to inches: 112.5 / 25.4 = 4.43 in SWE

Interpretation: If that snowpack melted uniformly, it would produce about 112.5 L of water per square meter of ground area (since 1 mm SWE = 1 L/m²).

Practical applications

Assumptions and limitations (read before using)

FAQ

What is a “good” SWE value?

It depends on climate and season. A few tens of mm SWE might be typical after a small storm; seasonal mountain snowpacks can reach hundreds of mm or more. Compare against local normals or station records.

Can I estimate snow density without instruments?

You can make a rough estimate using typical ranges (table above), but accuracy improves with a snow tube/core sampler or snowpit density measurements.

Why does my SWE seem high compared to snow depth?

Dense snow (wind-packed or wet snow) contains much more water per unit depth. Double-check that depth is in cm and density is in kg/m³.

How do I convert SWE to total water volume?

Multiply SWE depth by area. For example, 100 mm SWE = 0.1 m. Over 1 hectare (10,000 m²), volume ≈ 0.1 × 10,000 = 1,000 m³ (about 1,000,000 L).

References (for typical ranges and definitions)

Snow water equivalent inputs

Measure the vertical snow depth at your location. Use centimeters (cm). Example: 30 cm.

Typical ranges: powder 70–120, settled 150–300, wet snow 300–500 kg/m³.

Output is SWE in mm and inches. Reminder: 1 mm SWE = 1 L/m².

Enter snow depth and density to estimate snow water equivalent in millimeters and inches.
Sample SWE outcomes
Scenario Depth (cm) Density (kg/m³) SWE (mm)
Fresh powder day 30 80 24
Midwinter settled pack 60 200 120
Spring slush 45 400 180

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