Watt to Lux Calculator
Convert watts to lux with step-by-step calculations. Perfect for lighting design, energy efficiency analysis, and illuminance calculations.
Power to Illuminance Converter
Common Watt to Lux Conversions
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Understanding Watt to Lux Conversion
Converting watts to lux requires two steps: first converting electrical power to luminous flux using luminous efficacy, then converting flux to illuminance using the inverse square law and distance.
Conversion Formula
Step 1: lumens = watts × efficacy (lm/W)
Step 2: lux = lumens ÷ distance² (m²)
Where:
• lux = illuminance (light per unit area)
• watts = electrical power consumed
• efficacy = luminous efficacy (lm/W)
• distance = distance from source (meters)
Key Concepts
- Watts (W): Electrical power consumed by the light source
- Lux (lx): Illuminance - the amount of light falling on a surface per unit area
- Luminous Efficacy: How efficiently electricity is converted to visible light (lm/W)
- Inverse Square Law: Light intensity decreases with the square of distance
Illuminance Examples by Light Source
| Light Source | Power | Efficacy | Lux at 1m | Lux at 2m |
|---|---|---|---|---|
| 60W Incandescent | 60W | 12 lm/W | 720 lx | 180 lx |
| 15W CFL | 15W | 60 lm/W | 900 lx | 225 lx |
| 10W LED | 10W | 100 lm/W | 1000 lx | 250 lx |
| 8W High-Eff LED | 8W | 150 lm/W | 1200 lx | 300 lx |
| 50W Halogen | 50W | 20 lm/W | 1000 lx | 250 lx |
Frequently Asked Questions
How do you convert watts to lux?
First convert watts to lumens using luminous efficacy, then divide by distance squared: lux = (watts × efficacy) ÷ distance². Both efficacy and distance are crucial for accurate conversion.
Why do you need distance to convert watts to lux?
Lux measures illuminance per unit area. Due to the inverse square law, light intensity decreases with distance, so you need the distance from the light source to calculate surface illumination.
What factors affect watt to lux conversion?
The conversion depends on luminous efficacy (varies by technology: LED 80-200+ lm/W, CFL 50-70 lm/W, incandescent 10-17 lm/W) and distance from the source (follows inverse square law).