Beam Angle Formula:
From: | To: |
Definition: This calculator determines the beam angle of a downlight based on the diameter of the light beam at a specific distance from the light source.
Purpose: It helps lighting designers, architects, and homeowners calculate the spread of light from downlights for proper illumination planning.
The calculator uses the formula:
Where:
Explanation: The formula calculates the angle by determining the inverse tangent of the ratio between half the beam diameter and the distance, then doubling it.
Details: Proper beam angle calculation ensures appropriate light distribution, avoids dark spots or over-illumination, and helps achieve desired lighting effects.
Tips: Measure the diameter of the light circle at a known distance from the light source. Enter both values in feet. All values must be > 0.
Q1: What's a typical beam angle for downlights?
A: Residential downlights typically have 25°-40° beam angles, while accent lighting might use 15°-25°.
Q2: How does beam angle affect lighting?
A: Narrower angles create focused light pools, wider angles provide more general illumination.
Q3: Should I measure at the working plane height?
A: Yes, measure at the height where the light will be used (e.g., 30" for countertops, 36" for tables).
Q4: Does this work for all light types?
A: This works best for directional lights like downlights and spotlights, not omnidirectional bulbs.
Q5: How accurate is this calculation?
A: It provides theoretical angle; actual light spread may vary based on reflector design and bulb type.