Solar Orientation: Optimizing Buildings for Daylight

simulator intermediate ~10 min
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Peak altitude = 68.4° — summer solstice sun angle

At 45°N latitude on the summer solstice, the sun reaches a peak altitude of about 68.4° above the horizon. A south-facing facade receives maximum winter solar gain while being easy to shade in summer with a horizontal overhang.

Formula

Solar declination δ = 23.44° × sin(360° × (284 + day) / 365)
Noon solar altitude = 90° − latitude + δ
Daylight hours ≈ (2/15) × arccos(−tan(lat) × tan(δ))

Building with the Sun

The sun is a building's most powerful environmental force — it provides free light and heat in winter but causes overheating and glare in summer. Solar orientation, the art of positioning buildings to harness sunlight optimally, has been practiced since antiquity. Greek cities were laid out so homes faced south for winter warmth. Roman law protected solar access rights. Today, with energy costs rising, solar-responsive design is more important than ever.

The Sun's Geometry

The sun's path across the sky changes with latitude and season. At 45°N latitude, the summer solstice sun climbs to 68° above the horizon and shines for over 15 hours; the winter solstice sun reaches only 22° and shines for barely 9 hours. Understanding these angles is essential for designing facades, overhangs, and shading devices. This simulation traces the sun's path and shows exactly how it strikes building surfaces throughout the year.

Facade Orientation Strategy

A south-facing facade in the Northern Hemisphere is the architect's best friend. In winter, the low sun streams directly through south windows, providing free solar heating. In summer, the high sun can be blocked by a simple horizontal overhang. East and west facades are problematic — the low morning and afternoon sun is nearly impossible to shade with fixed overhangs, causing glare and overheating. North facades receive only diffuse light, useful for studios and galleries where direct sun is unwanted.

Window-to-Wall Ratio and Daylighting

The window-to-wall ratio (WWR) balances daylight, views, heat gain, and energy loss. More glass means more natural light (reducing electric lighting energy) but also more heat transfer. Modern energy codes typically cap WWR at 40%, but high-performance glazing with low-e coatings can push this higher. The key insight is that orientation matters more than quantity — a 30% WWR on a south facade outperforms a 60% WWR facing west for both comfort and energy.

FAQ

Which direction should a building face for best solar design?

In the Northern Hemisphere, the primary facade should face south. South-facing windows receive the most sunlight in winter (when the sun is low) and are easily shaded in summer (when the sun is high). East and west facades get low-angle sun that's harder to shade and causes overheating.

How do you calculate solar altitude angle?

Solar altitude at noon = 90° − latitude + solar declination. Solar declination varies from −23.44° (winter solstice) to +23.44° (summer solstice). At 45°N on the summer solstice, noon altitude = 90° − 45° + 23.44° = 68.44°.

What is window-to-wall ratio (WWR)?

WWR is the percentage of a facade's area that is glazed. Higher WWR means more daylight but also more heat gain/loss. Energy codes typically limit WWR to 40% unless high-performance glazing is used. South-facing facades can support higher WWR because the sun angle is easier to control.

How do overhangs provide solar shading?

A horizontal overhang above a window blocks the high summer sun while admitting the low winter sun. The required depth depends on the window height and the summer solar altitude angle. The formula is: overhang depth = window height / tan(summer altitude).

Sources

Embed

<iframe src="https://homo-deus.com/lab/architecture/solar-orientation/embed" width="100%" height="400" frameborder="0"></iframe>
View source on GitHub