SDSS Filters
Filter |
Wavelength (Angstroms) |
Ultraviolet (u) |
3543 |
Green (g) |
4770 |
Red (r) |
6231 |
Near Infrared (i) |
7625 |
Infrared (z) |
9134 |
Knowing that the color of a star is related to the wavelength of light it gives
off lets you understand the meaning of the SDSS's color filters. Each filter is
designed to let in light around a specific wavelength. The filters work by blocking
out light at all wavelengths except those around the wavelength they are
designed to see. The table to the right shows the wavelengths at which
SDSS's five filters work the best. The sensitivity of each filter falls off slowly
at shorter and longer wavelengths.
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If you know the wavelengths of the SDSS filters and the amount of light a star
emits in each filter, you could make a crude plot of the amount of light a star
emits at different wavelengths. But what if, instead of five filters between
3543 and 9134 Angstroms, you had a hundred filters? Or a thousand? You would get a
clearer, more refined graph of amount of light and wavelength. Eventually, you
would be able to see exactly how much light a star emitted at all the wavelengths
of the electromagnetic spectrum.
Actually, astronomers do have a tool that lets them see how much light a star
gives off as a function of wavelength. You'll learn about this tool, called an
observed spectrum, later in this Project. But for now, think about how such a graph
might look.
Question 1. If you made a graph of amount of
light as a function of wavelength for some of the red stars you saw in Explore 1,
what do you think the graph would look like? What about the blue stars? |
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