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Dwarf elliptical galaxy

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Dwarf elliptical galaxies, or dEs, are small collections of stars shaped like ellipses. They are much smaller than ordinary elliptical galaxies. These galaxies are very common in galaxy clusters and galaxy groups. Most dEs act as companions to larger galaxies. It is important to distinguish them from compact elliptical galaxies. The galaxy M32 is a prototype for that rare class. M32 is a satellite of the Andromeda Galaxy. However, dEs are a distinct type of object.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

Scientists study how the brightness of these galaxies changes from their center to their edges. This is called a surface brightness profile. Ordinary elliptical galaxies were once described using a model called de Vaucouleur's model. In contrast, dEs were often described by an exponentially declining surface brightness profile. Today, scientists use a more general tool called Sersic's model. This model fits both types of galaxies well. The Sersic index is a number that quantifies the shape of the profile. There is a continuity in this index based on galaxy luminosity. This suggests that dEs and ordinary ellipticals belong to a single sequence.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

There are two main theories regarding the origins of dwarf elliptical galaxies. The first theory involves hierarchical merging. This idea fits within the Lambda-CDM cosmological model. In this model, small objects made of dark matter and gas formed first. Gravity caused these small objects to coalesce, or merge together. These mergers created more massive objects over time. This process suggests dwarf galaxies were the building blocks for large spiral galaxies. Eventually, those spirals might merge to form giant ellipticals.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

The second theory is known as galaxy harassment. This theory suggests dEs are the remnants of low-mass spiral galaxies. In this scenario, a spiral galaxy enters a cluster of galaxies. Repeated gravitational interactions with other galaxies change its shape. This process can remove much of the galaxy's stellar disk. The galaxy becomes rounder as a result. Some dEs show weak spiral arms or stellar disks. These features might be modified versions of an original spiral disk.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

Our understanding of these galaxies grew through important discoveries. In 1944, Walter Baade confirmed two dEs named NGC 147 and NGC 185. He proved they were members of the Local Group. He could do this by resolving them into individual stars. This was possible because they are relatively close to us. During the 1950s, researchers discovered more dEs in the Fornax and Virgo clusters. These discoveries helped map how common these galaxies are in the universe.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

The isolated galaxy CG 611 provides a unique way to test these theories. CG 611 lives far away from other galaxies. It possesses attributes like coherent rotation and faint spiral arms. Previously, these traits were thought to prove the galaxy harassment theory. However, CG 611 is not in a cluster. It has a gas disk that counter-rotates to its stellar disk. This means the gas moves in the opposite direction of the stars. This shows the galaxy is growing through accretion events, or taking in new material.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388

We can also imagine what would happen to CG 611 in a cluster. If it fell into a dense galaxy cluster, it would face ram-pressure stripping. A cluster has a halo of hot X-ray gas. This gas would strip away the gas disk of CG 611. This would leave behind a gas-poor dwarf elliptical galaxy. This new galaxy would immediately look like the dEs found in clusters. This process would not require any reshaping of the stars. This finding challenges the idea that all dEs were once spiral galaxies.

Dwarf elliptical galaxy PGC 29388
Dwarf elliptical galaxy PGC 29388
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