Due to geometric limitations, what measured quantity does the radial velocity method provide for an exoplanet's mass?

Answer

Minimum mass ($M ext{ sin } i$)

Since the Doppler shift only measures motion along the line of sight, the measured velocity is scaled by the sine of the inclination angle ($i$). Therefore, the resulting mass calculated is the minimum mass ($M_p ext{ sin } i$).

Due to geometric limitations, what measured quantity does the radial velocity method provide for an exoplanet's mass?

#Videos

Observatory Online: Exoplanets and the Radial Velocity Method

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