NGC 5389

Galaxie
NGC 5389
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Aufnahme des Hubble-Weltraumteleskops
AladinLite
Sternbild Großer Bär
Position
Äquinoktium: J2000.0, Epoche: J2000.0
Rektaszension 13h 56m 06,325s [1]
Deklination +59° 44′ 31,36″ [1]
Erscheinungsbild
Morphologischer Typ SAB(r)0/a:?[1]
Helligkeit (visuell) 12,0 mag[2]
Helligkeit (B-Band) 12,9 mag[2]
Winkel­ausdehnung 4,1′ × 1,1′[2]
Positionswinkel 3°[2]
Inklination °
Flächen­helligkeit 13,5 mag/arcmin²[2]
Physikalische Daten
Zugehörigkeit LGG 360
LDCE 1005[1][3]
Rotverschiebung 0.006019 ± 0.000044[1]
Radial­geschwin­digkeit (1804 ± 13) km/s[1]
Hubbledistanz
H0 = 73 km/(s • Mpc) 		(86 ± 6) · 106 Lj
(26,5 ± 1,9) Mpc [1]
Absolute Helligkeit mag
Masse M☉
Durchmesser 145.000 Lj[4]
Metallizität [Fe/H]
Geschichte
Entdeckung William Herschel
Entdeckungsdatum 24. April 1789
Katalogbezeichnungen
NGC 5389 • UGC 8866 • PGC 49548 • CGCG 295-027 • MCG 10-20-051 • IRAS 13544+5959 • 2MASX J13560636+5944311 • GC 3726 • H I 240 • h 1719 • 2MASS J13560628+5944310 • NSA 144113 • WISEA J135606.28+594431.3

NGC 5389 ist eine Linsenförmige Galaxie vom Hubble-Typ SAB(r)0 im Sternbild Großer Bär am Nordsternhimmel. Sie ist schätzungsweise 86 Millionen Lichtjahre von der Milchstraße entfernt und hat einen Durchmesser von etwa und hat einen Durchmesser von etwa 145.000 Lichtjahren. Vom Sonnensystem aus entfernt sich die Galaxie mit einer errechneten Radialgeschwindigkeit von näherungsweise 1.800 Kilometern pro Sekunde.

Gemeinsam mit NGC 5379 bildet sie das gravitativ gebundene Galaxienpaar Holm 561 und ist Teil der 10 Mitglieder umfassenden NGC 5322-Gruppe LGG 360.

Im selben Himmelsareal befinden sich unter anderem die Galaxien NGC 5376, NGC 5402, PGC 49512, PGC 214189.[5]

Das Objekt wurde am 24. April 1789 von dem Astronomen William Herschel mithilfe seines 18,7 Zoll-Spiegelteleskops entdeckt und später von Johan Dreyer in seinem New General Catalogue verzeichnet.[6]

Einzelnachweise

  1. ↑ a b c d e NASA/IPAC EXTRAGALACTIC DATABASE
  2. ↑ a b c d e SEDS: NGC 5389
  3. ↑ VizieR
  4. ↑ NASA/IPAC
  5. ↑ SIMBAD
  6. ↑ Seligman

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