Liste von Sternen im Sternbild Andromeda
# Liste von Sternen im Sternbild Andromeda

Dies ist eine Liste von Sternen im Sternbild Andromeda.

Bedeutung der Spalten :

| B | Bayer-Bezeichnung des Sterns (Die vollständige Bayer-Bezeichnung entspricht dem Buchstaben gefolgt vom Genitiv des astronomischen Sternbildnamens). |
| - | - |
| Fl | Die Nummer der Flamsteed-Bezeichnung des Sterns. (Die vollständige Bezeichnung entspricht der Zahl gefolgt vom astronomischen Sternbildnamen im Genitiv.) Bei südlicheren Sternbildern nicht vorhanden. |
| Name | Eigenname und / oder andere Bezeichnungen des Sterns |
| HR | Bezeichnungen des Sterns im Bright-Star-Katalog (Harvard Revised Photometry Catalogue). |
| Rektaszension | Die Rektaszension des Sterns für die Epoche J2000.0 |
| Deklination | Die Deklination des Sterns für die Epoche J2000.0 |
| Vmag | Die scheinbare Helligkeit des Sterns in Magnituden. |
| Spektralklasse | Die Spektralklasse des Sterns. |

Aufgrund der im Laufe der Geschichte an den Sternbildgrenzen vorgenommenen Änderungen gibt es sowohl bei der Bayer-Bezeichnung, als auch bei der Flamsteed-Bezeichnung von Sternen Lücken in der Buchstaben- oder Zahlenfolge. Details dazu sind u. a. in den Artikeln zu Sternbildern und Sternkatalogen zu erfahren. :

| B | Fl | Name | HR | Rektaszension | Deklination | Vmag | Spektralklasse |
| - | - | - | - | - | - | - | - |
| 101α | 21 | Sirrah | 15 | $823.1700^h$ $08^m$ $23.17^s$ | 2290527+29° 05′ 27.0″ | 2,07 | B8IVpMnHg |
| 102β | 43 | Mirach | 337 | $10943.801^h$ $09^m$ $43.80^s$ | 2353715+35° 37′ 15.0″ | 2,07 | M0+IIIa |
| $103γ^1$ | 57 | Alamak | 603 | $20353.9202^h$ $03^m$ $53.92^s$ | 2421947.5+42° 19′ 47.5″ | 2,10 | K3-IIb |
| 104δ | 31 | δ And | 165 | $3919.600^h$ $39^m$ $19.60^s$ | 2305140.4+30° 51′ 40.4″ | 3,27 | K3III |
| 400 | 51 | 51 And | 464 | $13759.501^h$ $37^m$ $59.50^s$ | 2483742.6+48° 37′ 42.6″ | 3,59 | K3-III |
| 115ο | 1 | ο And | 8762 | $230155.2523^h$ $01^m$ $55.25^s$ | 2421933.5+42° 19′ 33.5″ | 3,62 | B6IIIpe+A2p |
| 111λ | 16 | λ And | 8961 | $233733.7123^h$ $37^m$ $33.71^s$ | 2462733+46° 27′ 33.0″ | 3,81 | G8III-IV |
| 112μ | 37 | μ And | 269 | $5645.100^h$ $56^m$ $45.10^s$ | 2382957.3+38° 29′ 57.3″ | 3,86 | A5V |
| 106ζ | 34 | ζ And | 215 | $4720.3900^h$ $47^m$ $20.39^s$ | 2241602.6+24° 16′ 02.6″ | 4,08 | K1IIe |
| 120υ | 50 | Titawin | 458 | $13647.9801^h$ $36^m$ $47.98^s$ | 2412423+41° 24′ 23.0″ | 4,10 | F8V |
| 110κ | 19 | κ And | 8976 | $234024.4423^h$ $40^m$ $24.44^s$ | 2442002.3+44° 20′ 02.3″ | 4,15 | B9IVn |
| 121φ | 42 | φ And | 335 | $10930.1201^h$ $09^m$ $30.12^s$ | 2471430.6+47° 14′ 30.6″ | 4,26 | B7Ve |
| 109ι | 17 | ι And | 8965 | $233808.1823^h$ $38^m$ $08.18^s$ | 2431605.1+43° 16′ 05.1″ | 4,29 | B8V |
| 116π | 29 | π And | 154 | $3652.8400^h$ $36^m$ $52.84^s$ | 2334309.7+33° 43′ 09.7″ | 4,34 | B5V |
| 105ε | 30 | ε And | 163 | $3833.500^h$ $38^m$ $33.50^s$ | 2291844.5+29° 18′ 44.5″ | 4,34 | G6IIIFe-3CH1 |
| 107η | 38 | η And | 271 | $5712.4300^h$ $57^m$ $12.43^s$ | 2232503.9+23° 25′ 03.9″ | 4,40 | G8IIIb |
| 118σ | 25 | σ And | 68 | $1819.7100^h$ $18^m$ $19.71^s$ | 2364707.2+36° 47′ 07.2″ | 4,51 | A2V |
| 113ν | 35 | ν And | 226 | $4948.8300^h$ $49^m$ $48.83^s$ | 2410444.2+41° 04′ 44.2″ | 4,53 | B5V+F8V |
| 400 | 7 | 7 And | 8830 | $231232.9223^h$ $12^m$ $32.92^s$ | 2492421.5+49° 24′ 21.5″ | 4,53 | F0V |
| 108θ | 24 | θ And | 63 | $1705.5400^h$ $17^m$ $05.54^s$ | 2384054+38° 40′ 54.0″ | 4,61 | A2V |
| 400 | 3 | 3 And | 8780 | $230410.8323^h$ $04^m$ $10.83^s$ | 2500306.1+50° 03′ 06.1″ | 4,64 | K0IIIbFe-0.5 |
| 400 | 65 | 65 And | 699 | $22537.402^h$ $25^m$ $37.40^s$ | 2501643.2+50° 16′ 43.2″ | 4,73 | K4+III |
| 400 | 58 | 58 And | 620 | $20829.1502^h$ $08^m$ $29.15^s$ | 2375133.1+37° 51′ 33.1″ | 4,78 | A5IV-V |
| 400 | 8 | 8 And | 8860 | $231744.6223^h$ $17^m$ $44.62^s$ | 2490055+49° 00′ 55.0″ | 4,82 | M2+IIIBa0.3 |
| 124ω | 48 | ω And | 417 | $12739.0901^h$ $27^m$ $39.09^s$ | 2452425+45° 24′ 25.0″ | 4,83 | F5IV |
| $103γ^2$ | 57 | 57 Gam2 And | 604 | $20354.702^h$ $03^m$ $54.70^s$ | 2421951+42° 19′ 51.0″ | 4,84 | B8V+A0V |
| 200b b | 60 | 60 And | 643 | $21313.3402^h$ $13^m$ $13.34^s$ | 2441354.1+44° 13′ 54.1″ | 4,84 | K3.5IIIBa0.5: |
| 114ξ | 46 | Adhil | 390 | $12220.401^h$ $22^m$ $20.4^s$ | 2453144+45° 31′ 44″ | 4,9 | K0-IIIb |
| 119τ | 53 | τ And | 477 | $14034.801^h$ $40^m$ $34.80^s$ | 2403437.6+40° 34′ 37.6″ | 4,96 | B8III |
| 123ψ | 20 | ψ And | 9003 | $234602.0423^h$ $46^m$ $02.04^s$ | 2462513+46° 25′ 13.0″ | 4,97 | G5Ib+A0V |
| 400 | 22 | 22 And | 27 | $1019.2400^h$ $10^m$ $19.24^s$ | 2460420.2+46° 04′ 20.2″ | 5,01 | F2II |
| 122χ | 52 | χ And | 469 | $13921.0201^h$ $39^m$ $21.02^s$ | 2442310.1+44° 23′ 10.1″ | 5,01 | G8III |
| 400 | 41 | 41 And | 324 | $10800.7201^h$ $08^m$ $00.72^s$ | 2435632.1+43° 56′ 32.1″ | 5,04 | A3m |
| 400 | 2 | 2 And | 8766 | $230236.3423^h$ $02^m$ $36.34^s$ | 2424528.1+42° 45′ 28.1″ | 5,09 | A3Vn |
| 117ρ | 27 | ρ And | 82 | $2107.2300^h$ $21^m$ $07.23^s$ | 2375807.3+37° 58′ 07.3″ | 5,16 | F5III |
| 400 | 64 | 64 And | 694 | $22424.8902^h$ $24^m$ $24.89^s$ | 2500023.9+50° 00′ 23.9″ | 5,19 | G8III |
| 400 | 28 | 28 And | 114 | $3007.3400^h$ $30^m$ $07.34^s$ | 2294506.1+29° 45′ 06.1″ | 5,20 | A7III |
| 400 | 14 | Veritate | 8930 | $233117.223^h$ $31^m$ $17.20^s$ | 2391411+39° 14′ 11.0″ | 5,22 | K0III |
| 300Aa | 49 | 49 And | 430 | $13006.101^h$ $30^m$ $06.10^s$ | 2470026.6+47° 00′ 26.6″ | 5,27 | K0III |
| 400 | 32 | 32 And | 175 | $4107.200^h$ $41^m$ $07.20^s$ | 2392731.2+39° 27′ 31.2″ | 5,30 | G8III |
| 400 | 4 | 4 And | 8804 | $230739.2823^h$ $07^m$ $39.28^s$ | 2462314.3+46° 23′ 14.3″ | 5,30 | K5III |
| 200c c | 62 | 62 And | 670 | $21916.8502^h$ $19^m$ $16.85^s$ | 2472248+47° 22′ 48.0″ | 5,31 | A1V |
| 400 | 18 | 18 And | 8967 | $233908.3523^h$ $39^m$ $08.35^s$ | 2502818.3+50° 28′ 18.3″ | 5,35 | B9V |
| 400 | 55 | 55 And | 543 | $15317.3501^h$ $53^m$ $17.35^s$ | 2404347.3+40° 43′ 47.3″ | 5,42 | gK1 |
| 400 | 11 | 11 And | 8874 | $231929.7923^h$ $19^m$ $29.79^s$ | 2483730.7+48° 37′ 30.7″ | 5,44 | K0III |
| 400 | 36 | 36 And | 258 | $5458.0200^h$ $54^m$ $58.02^s$ | 2233742.4+23° 37′ 42.4″ | 5,46 | K1IV |
| 400 | 15 | 15 And | 8947 | $233437.5523^h$ $34^m$ $37.55^s$ | 2401411.6+40° 14′ 11.6″ | 5,55 | A1Vp |
| 400 | 63 | 63 And | 682 | $22058.1702^h$ $20^m$ $58.17^s$ | 2500905.5+50° 09′ 05.5″ | 5,57 | B9pSi |
| 400 | 47 | 47 And | 395 | $12340.5601^h$ $23^m$ $40.56^s$ | 2374254+37° 42′ 54.0″ | 5,60 | A2Vm |
| 400 | 44 | 44 And | 340 | $11018.8501^h$ $10^m$ $18.85^s$ | 2420453.7+42° 04′ 53.7″ | 5,67 | F8V |
| 400 | 5 | 5 And | 8805 | $230745.2523^h$ $07^m$ $45.25^s$ | 2491743.6+49° 17′ 43.6″ | 5,68 | F5V |
| 400 | 56 | 56 And | 557 | $15609.2301^h$ $56^m$ $09.23^s$ | 2371506.5+37° 15′ 06.5″ | 5,69 | K0III |
| 400 | 23 | 23 And | 41 | $1330.9400^h$ $13^m$ $30.94^s$ | 2410208.6+41° 02′ 08.6″ | 5,71 | F0IV |
| 400 | 13 | 13 And | 8913 | $232707.3323^h$ $27^m$ $07.33^s$ | 2425443.1+42° 54′ 43.1″ | 5,75 | B9III |
| 400 | 12 | 12 And | 8885 | $232053.1723^h$ $20^m$ $53.17^s$ | 2381056.9+38° 10′ 56.9″ | 5,77 | F5V |
| 400 | 45 | 45 And | 348 | $11110.2901^h$ $11^m$ $10.29^s$ | 2374326.9+37° 43′ 26.9″ | 5,80 | B7III-IV |
| 400 | 10 | 10 And | 8876 | $231952.3823^h$ $19^m$ $52.38^s$ | 2420440.9+42° 04′ 40.9″ | 5,81 | M0III |
| 400 | 6 | 6 And | 8825 | $231027.3623^h$ $10^m$ $27.36^s$ | 2433241.1+43° 32′ 41.1″ | 5,91 | F5IV |
| 400 | 39 | 39 And | 290 | $10254.2801^h$ $02^m$ $54.28^s$ | 2412042.7+41° 20′ 42.7″ | 5,95 | A5m |
| 400 | 26 | 26 And | 70 | $1842.1500^h$ $18^m$ $42.15^s$ | 2434728.1+43° 47′ 28.1″ | 6,10 | B8V |
| 400 | 66 | 66 And | 709 | $22751.7502^h$ $27^m$ $51.75^s$ | 2503412.7+50° 34′ 12.7″ | 6,16 | F4V |
| 400 | | | 9080 | $43.6200^h$ $00^m$ $43.62^s$ | 2451512+45° 15′ 12.0″ | 6,36 | B9pSiEu |
| 400 | 59 | 59 And | 629 | $21053.6702^h$ $10^m$ $53.67^s$ | 2390236+39° 02′ 36.0″ | 6,82 | A1Vn |
| 400 | | | 90 | $240200^h$ $24^m$ $02.00^s$ | 2383438+38° 34′ 38.0″ | 7,39 | S6.5IIIeZr6Ti2 |
