Lighting Uniformity Calculator
Estimate illuminance uniformity ratios from minimum, average, and maximum readings on the same measurement basis.
- Min-to-average ratio
- x
- Average-to-min ratio
- x
- Max-to-min ratio
- x
- Uniformity
- %
Calculation details
- Calculation basis
- Screening boundary
Recent results
Formulas
- min-to-average ratio = minimum illuminance / average illuminance
- average-to-min ratio = average illuminance / minimum illuminance
- max-to-min ratio = maximum illuminance / minimum illuminance
- uniformity percent = minimum illuminance / average illuminance x 100
A lighting uniformity calculation shows how consistently illuminance is distributed across a measured area. The primary result is the Min-to-average ratio, expressed as:
\(\displaystyle \text{Min-to-average ratio} = \frac{\text{Minimum illuminance}}{\text{Average illuminance}}\)
The calculator also reports Uniformity as a percentage:
\(\displaystyle \text{Uniformity percent} = \frac{\text{Minimum illuminance}}{\text{Average illuminance}} \times 100\)
A higher min-to-average ratio indicates that the lowest measured light level is closer to the area average. A lower ratio indicates greater variation between the dimmest measured point and the average condition.
This calculation is used during lighting field verification, lighting retrofit review, maintenance investigations, and preliminary comparison of measured illumination conditions. It can help identify uneven coverage caused by fixture spacing, failed luminaires, obstructed light output, mounting-height changes, aiming issues, surface reflectance differences, or localized shadows.
Illuminance Measurement Basis
Enter all readings using the same illuminance unit and the same measurement boundary. For example, the Minimum illuminance, Average illuminance, and Maximum illuminance may all be measured in foot-candles or all measured in lux, but the units must not be mixed.
The calculator uses three values:
| Input | Electrical lighting meaning |
|---|---|
| Minimum illuminance | The lowest valid measured light level within the defined measurement area |
| Average illuminance | The arithmetic average of the valid readings for that same area |
| Maximum illuminance | The highest valid measured light level within that same area |
The measurement boundary must remain consistent. A reading set from a work plane, roadway segment, equipment pad, parking area, aisle, or egress route should not be combined with readings taken from a different elevation, adjacent zone, or separate task area.
For field work, establish the measurement grid, measurement height, operating condition, fixture status, ambient conditions, and area boundary before calculating the ratios. Those decisions determine whether the readings represent a meaningful comparison.
Calculation Outputs
The calculator produces four related outputs.
| Result | Formula | What it indicates |
|---|---|---|
| Min-to-average ratio | Minimum illuminance ÷ Average illuminance | Relationship of the lowest reading to the average reading |
| Average-to-min ratio | Average illuminance ÷ Minimum illuminance | Inverse expression of the min-to-average relationship |
| Max-to-min ratio | Maximum illuminance ÷ Minimum illuminance | Spread between the highest and lowest readings |
| Uniformity | Minimum illuminance ÷ Average illuminance × 100 | Min-to-average ratio expressed as a percentage |
The Min-to-average ratio and Uniformity describe the same underlying condition in different formats. A ratio of 0.625 x is equivalent to 62.5%.
The Average-to-min ratio is useful where a project requirement, owner specification, lighting report, or internal maintenance standard expresses uniformity as an average-to-minimum value. Because it is the inverse of the min-to-average ratio, it increases as uniformity decreases.
The Max-to-min ratio identifies the total illuminance spread across the measured area. A high max-to-min value can indicate bright spots and dark spots even when average illuminance appears acceptable.
Calculation Example
Use the following readings from one defined measurement basis:
- Minimum illuminance: 20 entered unit
- Average illuminance: 32 entered unit
- Maximum illuminance: 50 entered unit
\(\displaystyle \text{Min-to-average ratio} = \frac{20}{32} = 0.625\)
\(\displaystyle \text{Average-to-min ratio} = \frac{32}{20} = 1.6\)
\(\displaystyle \text{Max-to-min ratio} = \frac{50}{20} = 2.5\)
\(\displaystyle \text{Uniformity percent} = \frac{20}{32} \times 100 = 62.5\%\)
| Result | Calculated value |
|---|---|
| Min-to-average ratio | 0.625 x |
| Average-to-min ratio | 1.6 x |
| Max-to-min ratio | 2.5 x |
| Uniformity | 62.5% |
The minimum reading is 62.5% of the average illuminance across the defined area. The highest reading is 2.5 times the lowest reading.
Field Verification Limits
The worksheet calculates lighting-uniformity metrics from the entered minimum, average, and maximum illuminance values. It does not establish a required target illuminance, approve a measurement grid, assess glare, validate photometric layout, evaluate fixture performance, or determine workplace, code, or design acceptance.
A compliant or acceptable lighting condition may depend on project documents, owner criteria, occupancy conditions, task requirements, photometric design data, maintenance factors, emergency-lighting requirements, and the AHJ or other authority having jurisdiction. Confirm the applicable measurement method and acceptance criteria separately before using any ratio as a project decision.
FAQs
Can I use footcandles or lux?
Yes, if all three readings use the same unit. The ratios are unitless.
Why must the values be ordered?
The screen assumes minimum <= average <= maximum for one measurement set.
Does this approve a lighting layout?
No. It only reports ratios from entered readings.