💡 L to nt — Lambert to Nit Converter

Convert luminance units — candela/m², nit, stilb, foot-lambert and more.

1 unit =
From
To
Formula 1 L = 3183 nit
UnitNameValue
cd/m² Candela/Square Meter 3183.1
nt Nit 3183.1
sb Stilb 0.31831
fL Foot-lambert 929.03049
cd/ft² Candela/Square Foot 295.71995
cd/in² Candela/Square Inch 2.0536129

Quick Answer

Formula: Nit = Lambert × 3183

Multiply any Lambert value by 3183 to get Nit.

Reverse: Lambert = Nit × 0.0003142

Worked Examples

1 L
1 L × 3183 = 3183 nit
1 unit reference.
100 L
100 L × 3183 = 3.183e+05 nit
100 units.
1000 L
1000 L × 3183 = 3.183e+06 nit
1,000 units — HDR10 peak range.
10000 L
10000 L × 3183 = 3.183e+07 nit
10,000 units — very high brightness.

Lambert to Nit Conversion Table

Common luminance values — factor: 1 L = 3183 nit

Lambert (L)Nit (nit)Context
0.001 L3.183 nitDark
0.01 L31.83 nitVery dim
0.1 L318.3 nitDim
0.314 L999.5 nit1 nit
1 L3183 nit3.18 nit
3.14 L9995 nit10 nit
10 L3.183e+04 nit32 nit
31.4 L9.995e+04 nit100 nit SDR
100 L3.183e+05 nit318 nit
314 L9.995e+05 nit1,000 nit HDR
1000 L3.183e+06 nit3,183 nit
3183 L1.013e+07 nit~1 sb
3.183e+04 L1.013e+08 nit10,000 nit
1e+06 L3.183e+09 nit3.14 Mnit
5e+08 L1.592e+12 nitSun

Mental Math Tricks

× 3183

Lambert × 3,183 = nit.

Key anchor

1 Lambert = 3,183 nit ≈ π × 1,000 cd/m².

Reverse

nit ÷ 3,183 = Lambert.

Who Uses This Conversion?

Display Engineer

Specifies monitor, TV, and smartphone panel brightness in nits (cd/m²) for HDR grading and product specs.

Cinema Projectionist

Calibrates projector output to SMPTE standard of 14 foot-Lamberts for optimal image quality.

Lighting Designer

Calculates luminance of illuminated surfaces in cd/m² to evaluate glare and visual comfort.

Automotive Display Engineer

Designs head-up displays exceeding 10,000 nits for daylight readability.

Photometric Researcher

Converts between legacy (Lambert, stilb) and SI (cd/m²) units when reviewing historical data.

Signage Engineer

Specifies outdoor LED sign brightness in nits for visibility across ambient lighting conditions.

Frequently Asked Questions

About Lambert and Nit

Lambert (L)

The Lambert (L) is a CGS unit of luminance equal to 1/π candela per square centimeter ≈ 3,183 cd/m². It was defined by the German mathematician Johann Heinrich Lambert, whose work on photometry in the 1760s established the foundations of the science.

The Lambert was the standard photometric unit in North American optical engineering through the mid-20th century. Film screen luminance was specified in Lamberts; the SMPTE standard for cinema projection is 14 foot-Lamberts ≈ 48 cd/m².

Interesting fact: The Lambert is defined using 1/π because a perfectly diffuse (Lambertian) surface reflecting 1 lumen per cm² has a luminance of exactly 1/π cd/cm². This mathematical convenience made it the natural unit for Lambertian radiators.

Nit (nit)

The nit (nt) is a non-SI unit of luminance equal to one candela per square meter (cd/m²). The name comes from the Latin nitere (to shine). While not part of the official SI system, it is universally used in the display industry.

Consumer electronics specifications universally use nits: OLED TVs peak at 1,000–2,000 nits for HDR; iPhone 15 Pro reaches 2,000 nits peak outdoor brightness; automotive head-up displays require 10,000+ nits for daylight visibility.

Interesting fact: The Apple Vision Pro headset achieves 5,000 nits in its micro-OLED displays — brighter than nearly any other consumer display. The standard for 'very bright' smartphone screens has escalated from 500 nits (2015) to 2,000+ nits (2024) due to outdoor usability demands.

About Lambert to Nit Conversion

Luminance measures how bright a surface appears to a human observer. The SI unit is cd/m² (identical to the nit used in display industry). Older units — Lambert, foot-Lambert, and stilb — remain in cinema, photometry, and legacy specs. Key anchors: 100 cd/m² = SDR reference; 1,000 cd/m² = HDR10 peak; 14 fL = 48 cd/m² = SMPTE cinema standard.

Exact factor: 1 L = 3183 nit. Reverse: 1 nit = 0.0003142 L.

All conversions use IEEE 754 double-precision arithmetic, accurate to at least 8 significant figures.