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单词 Lambert’s laws
释义
Lambert’s laws

Physics
  • (1) The illuminance of a surface illuminated by light falling on it perpendicularly from a point source is inversely proportional to the square of the distance between the surface and the source.

    (2) If the rays make an angle θ‎ with the normal to the surface, the illuminance is proportional to cosθ‎.

    (3) (Also called Bouquer’s law) The luminous intensity (I) of light (or other electromagnetic radiation) decreases exponentially with the distance d when it enters an absorbing medium, i.e.

    I=I0exp(-αd)

    where I0 is the intensity of the radiation that enters the medium and α‎ is its linear absorption coefficient. These laws were first stated (for light) by Johann Lambert.


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