Seginus

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Star
Seginus (γ Bootis)
AladinLite
Observation
dates equinoxJ2000.0 , epoch : J2000.0
Constellation Bear keeper
Right ascension 14 h 32 m 4.67 s
declination + 38 ° 18 ′ 29.7 ″
Apparent brightness 3.04 mag
Typing
B − V color index +0.19 
U − B color index +0.12 
R − I index +0.08 
Spectral class A7 IIIvar
Variable star type DSCTC 
Astrometry
Radial velocity (−32.4 ± 1.0) km / s
parallax (37.58 ± 0.14)  mas
distance (86.79 ± 0.32)  Lj
(26,610 ± 0,099)  pc  
Visual absolute brightness M vis +0.91 mag
Proper movement 
Rec. Share: (−115.71 ± 0.10)  mas / a
Dec. portion: (151.16 ± 0.11)  mas / a
Physical Properties
Other names
and catalog entries
Bayer name γ bootis
Flamsteed name 27 bootis
Bonn survey BD + 38 ° 2565
Bright Star Catalog HR 5435 [1]
Henry Draper Catalog HD 127762 [2]
Hipparcos catalog HIP 71075 [3]
SAO catalog SAO 64203 [4]
Tycho catalog TYC 3036-1151-1 [5]
annotation
  1. ↑ Calculated from apparent brightness and distance.

Seginus or γ Bootis ( gamma in Bootes , short form γ Boo ) is an approximately 85 light years from the Earth remote rating of spectral A7 III and represents the right shoulder of the mythological shape of the boat. Seginus is a weakly variable star type delta- Scuti star , the brightness of which fluctuates between 2.95 mag and 3.05 mag with a period of 0.29 days .

His proper name Seginus (also Ceginus ) arose through Latinization from an Arabic form of the Greek name of the constellation Bootes ( Theguius ). Another name Haris goes back to the Arabic name of the constellation, Al Haris al Sama , which means something like "guardian, protector" (of the great bear).

The star triangle of Gemma (left) with α and γ Bootis

In the sky, Seginus forms an equilateral triangle with the stars Arktur (α Boo) and Gemma (α CrB), roughly in the extension of the drawbar of the Big Dipper (top right in the picture).

Individual evidence

  1. a b c Hipparcos catalog (ESA 1997)
  2. a b c Bright Star Catalog
  3. Pulkovo radial velocities for 35493 HIP stars
  4. a b c Hipparcos, the New Reduction (van Leeuwen, 2007)