Amogh N P
 In loving memory of Amogh N P — Architect · Designer · Visionary 
A modern interior flooded with daylight through tall windows — light and shadow across the floor, the architect's first and best light source.
Unit ILighting Design

Daylighting & the Nature of Light

What light is, the four quantities that measure it, and the daylight factor.

≈ 40 min + studio task

Lighting design begins with physics. Light is electromagnetic radiation in a narrow visible band; the eye weights it, turning watts into lumens. Learn the four photometric quantities and the two laws that govern how much light lands where — then daylight: the daylight factor, a sky-independent ratio.

Learning objectives

By the end of this lesson, you will be able to — mapped to the course outcomes for Lighting Design:

1
CO1 · Understand

Describe light as electromagnetic radiation and the visible spectrum.

2
CO1 · Understand

Define the photometric quantities — flux, intensity, illuminance, luminance — and their units.

3
CO1 · Apply

Apply the inverse-square and cosine laws to find illuminance from a source.

4
CO1 · Understand

Explain the daylight factor, its three components and the standard overcast sky.

The nature of light

What light is, and how we measure it

Four quantities — flux (lumen), intensity (candela), illuminance (lux), luminance (cd/m²) — and two laws (inverse-square and cosine) underlie every calculation.[4, 6]

Light = a narrow visible band (~380–740 nm) violetbluegreenyelloworangered 380 nm 740 nm eye peaks at 555 nm → photometry weights raw watts by this curve → lumens
DiagramThe visible spectrum from about 380 to 740 nm, with the eye's daytime sensitivity peaking at 555 nm

A narrow visible band

Light is electromagnetic radiation; the human eye sees only a narrow band — roughly 380–740 nm, from violet through green to red. The eye's daytime sensitivity (the V(λ) curve) peaks at 555 nm (yellow-green), which is why photometry weights raw radiant watts by this curve to give the lumen-based quantities. Radiometric units measure raw energy (watts); photometric units measure only what the eye sees.[4, 6]

The four quantities, along the light's path flux Φ (lumen) — all out intensity I (candela) — one way illuminance E (lux) — landing on luminance L (cd/m²) — leaving → eye a lamp is rated in lumens; a desk is measured in lux — not the same
DiagramThe four photometric quantities along the path of light — flux, intensity, illuminance and luminance
The first light source

Daylight & the daylight factor

The daylight factor is a sky-independent ratio (indoor ÷ outdoor) under a standard overcast sky, summing the sky, externally reflected and internally reflected components.[3, 4]

Daylight factor = Sky + External + Internal SC — sky component ERC — externally reflected IRC — internally reflected (raised by light surfaces) a ratio under a standard overcast sky → time- and orientation-independent
DiagramThe three components of the daylight factor in a room section — sky, externally reflected and internally reflected

A sky-independent ratio

The DAYLIGHT FACTOR (DF) is the ratio of indoor illuminance at a point to the simultaneous unobstructed outdoor illuminance under a standard overcast sky, as a percentage: DF = (E indoor / E outdoor) × 100%. Because it is a RATIO under a fixed sky, it is independent of actual sky brightness, time of day and orientation — that repeatability is the whole point. Roughly: DF ~2% is adequate, ~5% is well-daylit.[3, 4]

The light facts

At a glance

AspectOneThe other
Light emitted vs landingFlux (lumen): emitted by the sourceIlluminance (lux): landing on a surface
Direction vs brightnessIntensity (candela): flux in one directionLuminance (cd/m²): perceived surface brightness
The two lawsInverse-square: E = I / d²Cosine: × cos θ for angled incidence
Daylight factorA ratio under a fixed overcast skySo it is time- and orientation-independent
DF componentsSky + externally reflected+ internally reflected (raised by light surfaces)
Vocabulary

Key terms

Luminous flux (lumen)

The total eye-weighted light a source emits — the lamp's rating, in lumens (lm).

Luminous intensity (candela)

Flux per unit solid angle in one direction — the SI base unit (cd = lm/sr).

Illuminance (lux)

Light landing on a surface, lm/m² — what a lux meter reads (lx).

Luminance (cd/m²)

The brightness a surface appears to have as light leaves it toward the eye.

Inverse-square law

E = I / d² — illuminance falls with the square of distance from a point source.

Cosine law

Illuminance reduces by cos θ when light strikes a surface at angle θ from the normal.

Daylight factor

Indoor ÷ outdoor illuminance under a standard overcast sky, as a % — sky-independent.

Standard overcast sky

The CIE fixed-gradient sky against which daylighting is designed for the dullest realistic day.

Apply it

Studio task

For a point 3 m from a 1000 cd source, find the illuminance directly below (inverse-square), then at 45° (add the cosine). Then sketch a room section and mark the three daylight-factor components reaching a desk at the back.

Check your understanding

Self-assessment

1. Which photometric quantity does a lux meter measure?

2. By the inverse-square law, doubling the distance from a point source changes the illuminance to —

3. The daylight factor is independent of the actual sky brightness because it is —

In a nutshell

Recap

Light is electromagnetic radiation in a narrow visible band; the eye weights it (peaking at 555 nm) to turn watts into lumens.
Four quantities: flux (lumen, emitted), intensity (candela, per direction), illuminance (lux, landing), luminance (cd/m², perceived brightness).
Two laws govern how much lands where: inverse-square (E = I/d²) and cosine (× cos θ).
The daylight factor is a sky-independent ratio (indoor ÷ outdoor) under a standard overcast sky, summing sky, external and internal reflected components.
The evidence

References & further reading

  1. [1]Gary Gordon, Interior Lighting for Designers (5th ed.). Hoboken: Wiley, 2015.
  2. [2]Derek Phillips, Lighting Modern Buildings. Oxford: Architectural Press, 2000.
  3. [3]IS 3646 (Part 1) — Code of Practice for Interior Illumination. Bureau of Indian Standards. https://law.resource.org/pub/in/bis/S05/is.3646.1.1992.pdf
  4. [4]CIE — photometric quantities, V(λ), the standard overcast sky; and the IES Lighting Handbook (10th ed.). https://cie.co.at/
  5. [6]M. David Egan & Victor Olgyay, Architectural Lighting (2nd ed.). McGraw-Hill, 2002.

Further reading

  • Gary Gordon, Interior Lighting for Designers. Wiley.
  • M. David Egan, Architectural Lighting. McGraw-Hill.
  • Derek Phillips, Lighting Modern Buildings. Architectural Press.

Sources gathered and fact-checked June 2026. Published values vary by source, sample and method — treat as indicative and confirm against the cited standard before structural use.