In this blog post, I’m going to be discussing more of what we learned from Unit 4, specifically about the Doppler method. As we all now know, the Doppler method is a critical tool for detecting extrasolar planets. It searches for a star’s orbital movement around a center of mass by looking for changing Doppler shifts in its spectrum. Alternating blueshifts and redshifts indicate orbital motion around the center of mass. Doppler data allows us to determine a planet’s approximate max because a more massive planet has a greater gravitational effect on the star and then causes the star to move at higher speeds around the center of mass. Typically, once a potential exoplanet is detected using the Doppler method, it requires confirmation using other techniques, such as the transit method (detecting the dimming of a star as a planet passes in front of it) or direct imaging (capturing the light from the planet itself).
Now that we’ve refreshed on the principles of the Doppler method, let’s look at some examples of how it’s been used in the past to discover extrasolar planets. In the early 1990s, scientists started used the Doppler method to search for extrasolar planets when technology started advancing to detect the subtle changes in stars’ spectra caused by the gravitational tugs of orbiting planets. They studied 51 Pegasi, a Sun-like star about 50 light years away from Earth, which is in the constellation Pegasus. It was fairly convenient since it is relatively close and bright. Michel Mayor and Didier Queloz, two Swiss astronomers, used the Elodie spectrograph in France to observe 51 Pegasi. After studying it for several months, they detected the alternating blue and red shifts, which indicated that the star was moving towards and away from earth due to the gravitational influence of an orbiting planet. By analyzing the magnitude of the Doppler shifts, they could conclude that it was a planet orbiting the star. However, it surprised them that the planet was half the mass of Jupiter but orbited so close to the star, with an orbit of roughly four days.