NGC 4555

from Wikipedia, the free encyclopedia
Galaxy
NGC 4555
{{{Card text}}}
SDSS recording
SDSS recording
AladinLite
Constellation Berenike's hair
Position
equinoxJ2000.0 , epoch : J2000.0
Right ascension 12 h 35 m 41.2 s
declination + 26 ° 31 ′ 23 ″
Appearance
Morphological type E3?  
Brightness  (visual) 12.4 mag
Brightness  (B-band) 13.4 mag
Angular expansion 1.9 ′ × 1.4 ′
Position angle 125 °
Surface brightness 13.5 mag / arcmin²
Physical data
Affiliation isolated  
Redshift 0.022292 ± 0.000080  
Radial velocity 6683 ± 24 km / s  
Stroke distance
v rad  / H 0
(298 ± 21)  ·  10 6  ly
(91.5 ± 6.4)  Mpc 
history
discovery Wilhelm Herschel
Discovery date April 6, 1785
Catalog names
NGC  4555 • IC  3545 • UGC  7762 • PGC  41975 • CGCG  159-021 • MCG  + 05-30-026 • 2MASX  J12354118 + 2631227 • GC  3099 • H  II 343 • h  1350 • ASK 578044.0

NGC 4555 is an elliptical galaxy in the constellation Haar der Berenike, which is an estimated 298 million light years away. It is extremely isolated from similar objects. Observations through the Chandra Telescope have shown that the galaxy is surrounded by a halo of hot gases. There are temperatures of around 10 million  Kelvin .

For an elliptical galaxy, NGC 4555 has large deposits of dark matter . This obviously prevents the gases from escaping from the area. The sighted mass of the galaxy alone is not enough to hold the gases together. It is estimated that the dark matter halo has ten times the mass of all stars in the galaxy. The isolation of NGC 4555 is remarkable. Most elliptical galaxies are part of galaxy clusters . The existing dark matter is proof that individual elliptical galaxies are uniting with dark matter.

The object was discovered on April 6, 1785 by William Herschel with the help of his 18.7-inch reflecting telescope. It was also observed by Max Wolf in 1903 without realizing that it was NGC 4555 , which led to entry IC 3545 in the index catalog .

Web links

Individual evidence

  1. a b c d e NASA / IPAC EXTRAGALACTIC DATABASE
  2. a b c d e SEDS : NGC 4555
  3. Seligman