| International
Standards | Watts Versus Lumens
Watts Versus Lumens
Example:
|
Incandescent 1 watt
bulb |
= |
15 lumens |
| Incandescent 20 watt bulb |
= |
300 lumens |
| Incandescent 40 watt bulb |
= |
600 lumens |
| Incandescent 60 watt bulb |
= |
900 lumens |
| Incandescent 100 watt bulb |
= |
1500 lumens |
| Incandescent 200 watt bulb |
= |
3000 lumens |
| Incandescent 500 watt bulb |
= |
7500 lumens |
| Incandescent 1000 watt bulb |
= |
15000 lumens |
|
Fluorescent 1 watt tube |
= |
60 lumens |
| Fluorescent 15 watts tube |
= |
900 lumens |
| Fluorescent 20 watts tube |
= |
1200 lumens |
| Fluorescent 40 watts tube |
= |
2400 lumens |
Note: LED lights are
presented in Lumens, thus you are able to
determine the light intensity required with
the figures listed in the graphs above.
Watts are units of radiant
flux while lumens are units of luminous
flux. A comparison of the watt and the lumen
illustrates the distinction between radiometric
and photometric units.
The watt is a unit of power.
We are accustomed to thinking of light bulbs
in terms of power in watts. This power is
not a measure of the amount of light output,
but rather indicates how much energy the
bulb will use. Because incandescent bulbs
sold for "general service" all
have fairly similar characteristics (same
spectral power distribution), power consumption
provides a rough guide to the light output
of incandescent bulbs.
Watts can also be a direct
measure of output. In a radiometric sense,
an incandescent light bulb is about 80%
efficient: 20% of the energy is lost (e.g.
by conduction through the lamp base). The
remainder is emitted as radiation, mostly
in the infrared. Thus, a 60 watt light bulb
emits a total radiant flux of about 45 watts.
Incandescent bulbs are, in fact, sometimes
used as heat sources (as in a chick incubator),
but usually they are used for the purpose
of providing light. As such, they are very
inefficient, because most of the radiant
energy they emit is invisible infrared.
A compact fluorescent lamp can provide light
comparable to a 60 watt incandescent while
consuming as little as 15 watts of electricity.
The lumen is the photometric
unit of light output. Although most consumers
still think of light in terms of power consumed
by the bulb, in the U.S. it has been a trade
requirement for several decades that light
bulb packaging give the output in lumens.
The package of a 60 watt incandescent bulb
indicates that it provides about 900 lumens,
as does the package of the 15 watt compact
fluorescent.
The lumen is defined as
amount of light given into one steradian
by a point source of one candela strength;
while the candela, a base SI unit, is defined
as the luminous intensity of a source of
monochromatic radiation, of frequency 540
terahertz, and a radiant intensity of 1/683
watts per steradian. (540 THz corresponds
to about 555 nanometres, the wavelength,
in the green, to which the human eye is
most sensitive. The number 1/683 was chosen
to make the candela about equal to the standard
candle, the unit which it superseded).
Combining these definitions,
we see that 1/683 watt of 555 nanometre
green light provides one lumen.
The relation between watts
and lumens is not just a simple scaling
factor. We know this already, because the
60 watt incandescent bulb and the 15 watt
compact fluorescent can both provide 900
lumens.
The definition tells us
that 1 watt of pure green 555 nm light is
"worth" 683 lumens. It does not
say anything about other wavelengths. Because
lumens are photometric units, their relationship
to watts depends on the wavelength according
to how visible the wavelength is. Infrared
and ultraviolet radiation, for example,
are invisible and do not count. One watt
of infrared radiation (which is where most
of the radiation from an incandescent bulb
falls) is worth zero lumens. Within the
visible spectrum, wavelengths of light are
weighted according to a function called
the "photopic spectral luminous efficiency."
According to this function, 700 nm red light
is only about 4% as efficient as 555 nm
green light. Thus, one watt of 700 nm red
light is "worth" only 27 lumens.
Because of the summation
over the visual portion of the EM spectrum
that is part of this weighting, the unit
of "lumen" is color-blind: there
is no way to tell what color a lumen will
appear. This is equivalent to evaluating
groceries by number of bags: there is no
information about the specific content,
just a number that refers to the total weighted
quantity.
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