The Definition of Color in Astronomy
As you can see, the magnitude of a star through any given filter has little
bearing on the star's color. Stars with similar magnitudes in the g filter,
for example, might have very different colors.
But when you look at the difference in magnitudes between two filters, then
you should see that stars with similar values have similar colors. Red stars
have similar values for magnitude difference, blue stars have similar
values for magnitude difference, and white stars have similar values for
magnitude difference. The order is not perfect, but nothing in nature
ever is.
You have just discovered how astronomers classify color! Astronomers
look at the five magnitudes of a star and measure the difference between
any two. The g-r value is one way to find
color, but astronomers have other options as well because the SDSS uses
five filters. Astronomers could also use u-r, r-i, or i-z
to measure color.
When an astronomer talks about a star's "color," then, he or she
is talking about these magnitude difference measurements: g-r, u-r, i-z,
and so on. If you asked an astronomer what the color of a star is,
he or she wouldn't say "red" or "white"; he or she would say something
like "this star has a g-r color of 1.3."
Magnitude
A star's color is measured by its magnitude, which tells how bright
a star or galaxy appears from Earth. Astronomers have used versions of
the magnitude scale for thousands of years, so they keep using it even
though the scale is a bit confusing. In the magnitude scale, higher
numbers correspond to fainter objects, lower numbers to brighter objects;
the very brightest objects have negative magnitudes.
An increase of one number in magnitude corresponds to a decrease in
brightness by a factor of about 2.51 - a magnitude five object is 2.51
times fainter than a magnitude four object. The sun has magnitude -26. The
brightest star in the Northern sky, Sirius, has magnitude -1.5. The
faintest object you can see with your eyes has a magnitude of about 6; the
faintest object the SDSS telescope can see has a magnitude of about 23. If
you're curious about the magnitudes of other famous stars, take a look at
this table of the
314 brightest stars.
Question 1. In the magnitude scale,
increasing the measurement by one means decreasing the quantity
measured by a factor of 2.51. Scales where the measurement
increases by addition when the quantity measured increases or decreases by
multiplication are called "logarithmic" scales. Can you think of
any other quantities that are measured using logarithmic scales? |
Now you know how astronomers measure a star's color. But what
exactly is "color," the quantity they are measuring? Not surprisingly,
a star's color is caused by the color of light the star gives off. But
what does it mean for light to have a certain color? Click Next to find
out. |