Elliptical galaxy — where it appears
Named by 2 essays across one field — each of them below, with the objects they name alongside it.
A galaxy held up by disorder
An elliptical galaxy barely rotates. What holds it up against its own gravity is the randomness of its stars' motions, and the virial theorem turns that randomness into a mass by exactly the reasoning that turns a rotation speed into one.
Two spins that cancel, and an orbit that leaves
Disc galaxies and ellipticals of the same stellar mass differ by a factor of five in how much angular momentum each gram of their stars carries. Adding spin vectors in random directions explains most of it — two mergers of equals, with the orbit's angular momentum handed to the dark halo, carry a disc down to where ellipticals sit — and whether a merger makes a spheroid or rebuilds a disc turns on one number the vectors do not supply.
Named alongside it
The objects these essays reach for when they reach for this one.
AnisotropyDe vaucouleurs lawDry mergerDynamical frictionDynamical massEffective radiusFall relationFast and slow rotatorsGalaxy mergerGalaxy spinIntegral-field spectroscopyLine-broadening