Planetary Nebula BV 5-3

Böhm-Vitense 5-3
Böhm-Vitense 5-3: Section of the DSS2. Here could be your picture. [147]

History

In 1956 the German-American astronomer Erika Böhm-Vitense discovered three new planetary nebulae during a study of extragalactic nebulae at Lick Observatory. This nebula here was the third listed in table V of her publication, hence the designations Böhm Vitense 5-3, BV 5-3, or also sometimes just BV 3. The other ones on this list were BV 5-1 and BV 5-2. [548]

Physical Properties

According to Simbad the magnitudes measured in different bands are: B 10.3, V 10.3. [145]

«Strasbourg-ESO Catalogue of Galactic Planetary Nebulae» Acker et al., 1992 [141]
DesignationsPN G131.4-05.4: BV 5-3, PK 131-05.1, ARO 203
Right Ascension (J2000.0)01h 53m 02s
Declination (J2000.0)+56° 24' 22"
Dimensions 24." : (optical)
Radial Velocity-59.0 ± 25.0 km/s
C-Star MagnitudeB: 18.
DiscovererBOHM-VITENSE 1956

Finder Chart

The planetary nebula Böhm-Vitense 5-3 can be found in the constellation Perseus. On 24 October it is in opposition to the Sun and crosses the meridian at local midnight. The object is circumpolar, but from June to March it is highest in the sky and best for observing.

Perseus: Planetary Nebula BV 5-3
Finder Chart Planetary Nebula BV 5-3
18:02
23:27 | 33.5°
04:52
Charts created using SkySafari 6 Pro and STScI Digitized Sky Survey. Limiting magnitudes: Constellation chart ~6.5 mag, DSS2 close-ups ~20 mag. Times are shown for timezone UTC, Latitude 0°, Longitude 0°, Horizon height 5°, Date 2025-10-28. [149, 160]

Visual Observation

300 mm Aperture: It took quite a while to clearly determine the position of planetary nebula BV 5-3, as there are no distinctive star patterns in the surrounding area. Unfortunately, attempts to observe the nebula in the 21 mm and 13 mm Ethos, both with and without an OIII filter, were unsuccessful. This may also have been due to suboptimal observation conditions with light cirrus clouds. — 300 mm f/4 Popp-Newton, Hasliberg, SQM 20.9, 18. 10. 2025, Bernd Nies

Objects Within a Radius of 10°

References