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A small lamp having the form of a uniformly luminous sphere of radius R = 6.0 cm is suspended at a height h = 3.0 m above the floor. The luminance of the lamp is equal to L = 2.0.104 cd/m2 and is independent of direction. Find the illuminance of the floor directly below the lamp.

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See the figure below. The light emitted by an element of the illuminant towards the point O under consideration is

The element dS has the area

The limit of α = 0 to that value for which α + β = 90°, for then light is emitted tangentially. Thus

Substitution gives : E = 25.1 lux

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