lambert to candela/square inch
Please provide values below to convert lambert [L] to candela/square inch, or change ↔.
lambert [L]
Definition: A unit of luminance, defined as one candela per square centimeter, used in the CGS system.
Historyandorigin: Named after Johann Heinrich Lambert, the lambert is a historic unit that was widely used before the adoption of the SI system.
CurrentUse: While largely replaced by the nit in modern usage, the lambert still appears in some older references and specific fields.
funfact: The lambert is often seen in the context of older television and film equipment, where it was used to describe screen brightness.
candela/square inch
Definition: A unit of luminance describing the intensity of light emitted per square inch of surface area.
Historyandorigin: A derived unit where the candela is the base unit of luminous intensity and square inches are used as the area measurement.
CurrentUse: Used in optical and display industries for fine measurements of very small light sources, especially in non-metric countries.
funfact: Used for high-precision measurements, particularly in the context of small displays or light bulbs.
lambert [L] to candela/square inch Conversion Table
| 1 lambert [L] | 2.0536080617 candela/square inch |
| 2 lambert [L] | 4.1072161234 candela/square inch |
| 3 lambert [L] | 6.1608241851 candela/square inch |
| 5 lambert [L] | 10.268040309 candela/square inch |
| 10 lambert [L] | 20.536080617 candela/square inch |
| 50 lambert [L] | 102.68040309 candela/square inch |
| 100 lambert [L] | 205.36080617 candela/square inch |
| 1000 lambert [L] | 2053.6080617 candela/square inch |
| 10000 lambert [L] | 20536.080617 candela/square inch |
| 100000 lambert [L] | 205360.80617 candela/square inch |
| 1000000 lambert [L] | 2053608.0617 candela/square inch |
How to Convert lambert to candela/square inch
1 lambert [L] = 2.0536080617 candela/square inch
1 candela/square inch = 0.4869478352 lambert [L]
we use cross multiplication method
lambert [L] → candela/square inch
1 → 2.0536080617
1.5 → ?( suppose x)
=>1.5*2.0536080617=1*x
by simplifying
x=3.0804120926