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The Doppler Effect
detected by
Christian Doppler
How does it work ?
• The lenght of the waves gets longer on the
side where the object go away and shorter on
the other side.
How this effect affects our universe
• When a shining objekt
in the universe moves it
behaves like sound
• If the speed of the object increase the
wavelength increase too.
v v v
We only need the wavelength to
calculculate the speed, because:
But the speed is very high to the speed
of light, so we need the formula of the
Theory of the Relativity
How we can calculate the distance of
the object when we know the speed ?
Hubble law
• The linear correlation between distance (r)
and flightspeed (v) is called hubble law v=h0r
Hubble konstant
• „Hubble - konstant" H0 = 72 km/ s·Mpc
1 parsec = 3,6 Lightyears
1Mpc = 3,6 Millionen Lightyears
• In 1 Mpc 72km/s
• In 2 Mpc 144km/s
• .
• .
• .
• In ? y Mpc x km/s
x : 72 = y Mpc
• 1 Mpc = 3,6 Million Light-years
• y Mpc = 3,6 . y Million Light-years
• Can we imagine this distance?
• In 1s = 300 000 km
• 1Mpc = 3,6 Million Lightyears
Spectroscopy
The secret behind the light
History:
• 1814 sun spectrum from Joseph von Fraunhofer with
unknown black lines in the spectrum
• 1859 Kirchhoff and Bunsen noticed that different
chemical elements color the flame from a bunsen
burner in different colours.
Two types of visual spectroscopy
• Photon emission
• Photon absorption/Fraunhofer lines.
Ca+ Hβ Mg Na+He
Hα O2
Quasar calculations

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Doppler effect and spectroscopy

  • 1. The Doppler Effect detected by Christian Doppler
  • 2. How does it work ? • The lenght of the waves gets longer on the side where the object go away and shorter on the other side.
  • 3. How this effect affects our universe • When a shining objekt in the universe moves it behaves like sound
  • 4. • If the speed of the object increase the wavelength increase too. v v v
  • 5. We only need the wavelength to calculculate the speed, because:
  • 6. But the speed is very high to the speed of light, so we need the formula of the Theory of the Relativity
  • 7. How we can calculate the distance of the object when we know the speed ?
  • 8. Hubble law • The linear correlation between distance (r) and flightspeed (v) is called hubble law v=h0r
  • 9. Hubble konstant • „Hubble - konstant" H0 = 72 km/ s·Mpc 1 parsec = 3,6 Lightyears 1Mpc = 3,6 Millionen Lightyears
  • 10. • In 1 Mpc 72km/s • In 2 Mpc 144km/s • . • . • . • In ? y Mpc x km/s x : 72 = y Mpc
  • 11. • 1 Mpc = 3,6 Million Light-years • y Mpc = 3,6 . y Million Light-years • Can we imagine this distance? • In 1s = 300 000 km • 1Mpc = 3,6 Million Lightyears
  • 13. History: • 1814 sun spectrum from Joseph von Fraunhofer with unknown black lines in the spectrum • 1859 Kirchhoff and Bunsen noticed that different chemical elements color the flame from a bunsen burner in different colours.
  • 14.
  • 15.
  • 16. Two types of visual spectroscopy • Photon emission • Photon absorption/Fraunhofer lines.
  • 17.
  • 18. Ca+ Hβ Mg Na+He Hα O2
  • 19.