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- Pick the two strongest lines you see and find their ratio (greater than
1).
- Because line spacing is “stretched” as lines are red-shifted, the line
ratios remain a constant.
- Match your ratio to the emission-line ratios found in the line ratio
data table.
- If no clear match is found, then pick some new lines and try to find a
matching ratio.
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- We determine the wavelengths of the emission lines using the “examine”
tool under the “Analyze” menu selection.
- Then line ratios are determined on the calculator.
- Compare line ratios with table to identify the 2 lines.
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- Once these two lines are identified, then the redshift parameter “z” can
be calculated as: 1 + z = lrest/lobs
- Once z is determined, it can be verified by checking the redshift of
other known lines.
- lrest = lobs(1+z)
- Compare lrest with
known lines.
- If there are no other lines which verify z, then start over and try
different emission line ratios.
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- Hubble’s Law comparing galaxy distances (Mpc) and recessional velocities
(km/sec):
- Assuming the “empty universe” model, we can relate distance to redshift
with this equation where Ho = 75 km/sec/Mpc:
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- Generally, the luminosity of emission lines increases with the quasar’s
red-shift (and therefore distance).
- Ly-a, C IV and C III] are well grouped in luminosity values with Ly-a
being the most prominent at greatest red-shift values.
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- The instrumental response limits the data to the visible, near UV and
near IR.
- Further studies would be valuable to help identify the luminosity trends
in the far IR.
- Possible student participation:
- Line identification (for remaining data)
- AGN vs. non-AGN identification
- Redshift, velocity, and distance calculations
- Flux and luminosity calculations
- Additional analysis of data for possible trends.
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