Daylight Factor Calculator

Enter the room size and window details to get the average daylight factor, see whether the room will feel daylit, and check how deep it can be before the back goes gloomy.

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How to use the daylight factor calculator

Daylight shapes how a room feels and how much electric light it needs, and planners and clients increasingly ask for evidence of it early. This calculator gives the average daylight factor for a side-lit room using the standard BRE formula, compares it with a target for the room type, and runs the no-sky-line room depth check, so you can test window sizes and room proportions at sketch stage before anything is modelled.

  1. Pick the units, metres or feet, and enter the room width (along the window wall), depth and ceiling height.
  2. Enter the glazed area of all windows in the room, measured as the glass, not the frame, and the height of the window head above the floor.
  3. Choose the glass type, then enter the visible sky angle: 90° for an unobstructed vertical window, less if a building or tree blocks the lower sky.
  4. Set the finishes and cleaning with the reflectance and maintenance factor, then pick the room type to set the target.

The results show the average daylight factor, the glazing as a share of the floor area, the maximum room depth for good daylight, the rule-of-thumb daylight penetration, and whether the room meets its target.

Daylight factor formula

Average DF = (W × T × θ × M) ÷ (A × (1 − R²))
A = 2 × (width × depth + width × height + depth × height)
Maximum depth: L/W + L/H ≤ 2 ÷ (1 − Rb)
Daylight penetration ≈ 2.5 × window head height

W is the net glazed area, T the visible light transmittance, θ the visible sky angle in degrees, M the maintenance factor, A the total area of every room surface including the windows, and R the average reflectance. The calculator uses the same reflectance for the back of the room (Rb) in the depth check. Results are averages: points near the window will be much brighter, and the back corners darker.

Average daylight factorHow the room reads
Under 2%Looks gloomy; electric lighting likely needed for much of the day
2% to 5%Adequately daylit; some supplementary lighting at times
5% and aboveWell daylit; watch for glare and solar gain

Worked examples

A typical living room

A 4 m wide, 5 m deep room with a 2.7 m ceiling has 88.6 m² of surfaces. With 3.6 m² of low-e double glazing (T 0.70), an open view (θ 90°), clean glass (M 0.9) and typical finishes (R 0.5), the average daylight factor is about 3.1%. The window head at 2.2 m allows a depth of about 5.7 m, so the 5 m room passes both checks.

A deep open-plan room in feet

A room 14 ft wide, 20 ft deep and 9 ft high has 1,172 ft² of surfaces and 30 ft² of glass with a 7 ft head height. The average comes out at about 1.9%, and the depth limit is about 18.7 ft, so the back 1.3 ft will feel dim. A taller window head or a second window on another wall would fix both.

An obstructed city bedroom

A 3.5 × 4.5 m bedroom, 2.6 m high, faces a building that cuts the visible sky to 60°. With 2.4 m² of triple glazing (T 0.60) the average daylight factor is about 1.4%, which clears the 1% bedroom target but would fail the 2% figure for a kitchen.

Who this calculator helps

  • Architects sizing windows and setting room depths at concept stage.
  • Interior designers judging whether a room needs lighter finishes or more artificial light.
  • Planning consultants preparing quick daylight evidence before a full study.
  • Developers and self-builders comparing layouts for deep-plan apartments.
  • Students learning how glazing, obstruction and room shape affect daylight.

Tips for better daylight

  • Raise the window head: glass high on the wall throws light deeper than the same area low down.
  • Use light finishes on ceilings and the back wall; moving R from 0.4 to 0.6 makes a noticeable difference.
  • Balance daylight against heat loss and gain with the window-to-wall ratio calculator.
  • Check room areas with the square footage calculator, and remember that obstructions set by the setback calculator also limit the sky angle.
  • For planning or certification, follow up with a full study under BS EN 17037 or climate-based modelling.

Want to show a client how the room looks in different light? Try a new lighting mood on a photo or render with Lighting Transfer.

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FAQ

Daylight Factor Calculator FAQ

What is a daylight factor?

The daylight factor is the ratio of the daylight illuminance at a point inside a room to the illuminance outside under an unobstructed overcast sky, expressed as a percentage. A 2% daylight factor means that when it is 10,000 lux outside, the indoor point receives about 200 lux. Because it uses an overcast sky, it does not depend on orientation or time of day.

How do you calculate the average daylight factor?

A common formula from BRE and BS 8206-2 guidance is DF = (W × T × θ × M) ÷ (A × (1 − R²)). W is the net glazed area, T the glass light transmittance, θ the angle of visible sky in degrees, M a maintenance factor for dirt, A the total area of all room surfaces including the windows, and R their area-weighted average reflectance.

What is a good daylight factor for a room?

An average daylight factor of 2% or more is generally considered adequately daylit, and 5% or more is well daylit, though rooms above that may need shading to control glare and heat. Older UK guidance set minimum averages of 2% for kitchens, 1.5% for living rooms and 1% for bedrooms.

What is the visible sky angle?

The visible sky angle, θ, is the angle in section, measured from the centre of the window, between the top of any external obstruction and the upper limit of the sky the window can see. For a vertical window with no obstruction it is 90 degrees. A building opposite at 30 degrees above the horizon reduces it to about 60 degrees.

How deep can a room be and still be daylit?

The BRE no-sky-line rule of thumb says a room lit from one side is adequately lit if L/W + L/H ≤ 2/(1 − Rb), where L is the room depth, W its width, H the window head height above the floor and Rb the average reflectance of the back half of the room. Another quick check is that daylight reaches about 2 to 2.5 times the window head height into the room.

What light transmittance should I use for glazing?

Clear single glazing transmits about 0.85 to 0.9 of visible light, clear double glazing about 0.75 to 0.8, low-e double glazing about 0.65 to 0.75, and solar control or triple glazing 0.4 to 0.65. The manufacturer's data sheet gives the exact visible light transmittance for a specific product.

Is the daylight factor still used in building standards?

Yes, but newer standards such as BS EN 17037 and climate-based daylight modelling are replacing it in many places. The average daylight factor is still useful as a fast early-stage check and in planning reports, while detailed compliance often needs software that models the real sky and location.

Does window orientation affect the daylight factor?

No. The daylight factor is calculated under an overcast sky that is the same in every direction, so a north window and a south window of the same size give the same result. Orientation still matters for sunlight, glare and overheating, which the daylight factor does not measure.

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