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[Csoport szerkesztése][Változások]Bayer objektumok

Many of the brighter stars are given names which are known as Bayer designations. These designations, which were introduced by Johann Bayer in his star atlas Uranometria (named after Urania) in 1603, consist of a Greek letter followed by the genitive (in Latin) of the name of the constellation in which the star lies. See List of constellations for a list of constellations and the genitive forms of their names.

[Objektumtagok listájának szerkesztése][Változások]Objektumok

α CMaα Carα Booα¹ Cenα Lyr
α Aurβ Oriα CMiα Eriα Ori
β Cenα Aqlα Tauα Scoα Vir
β Gemα PsAβ Cruα Cygα¹ Cru
α² Cenα Leoε CMaγ Cruλ Sco
γ Oriβ Tauβ Carε Oriα² Cru
α Gruε UMaγ² Velα Perα UMa
δ CMaε Sgrε Carη UMaθ Sco
β Aurα TrAγ Gemα Pavδ Vel
β CMaα Gemα Hyaα Ariα UMi
σ Sgrβ Cetζ Oriα Andβ And
κ Oriθ Cenβ UMiα Ophβ Gru
β Perβ Leoγ Cenγ Cygλ Vel
α Casδ Oriα CrBγ Draζ Pup
ι Carγ¹ Andβ Casζ UMaε Sco
ε Cenα Lupη Cenδ Scoβ UMa
α Pheε Pegκ Scoβ Pegη Oph
γ UMaα Cepη CMaε Cygγ Cas
α Pegκ Velα Cetζ Cenδ Leo
ζ Ophα Lepγ Crvδ Cenζ Sgr
γ¹ Leoβ Libθ Aurβ¹ Scoβ Ari
α Colβ Crvα Serδ Casη Boo
β Lupι Aurμ Velα Musυ Sco
π Pupε Booδ Sgrγ Aqlδ Oph
η Draι Cenα² Libθ Carι Ori
β Herβ Ophγ Lupβ Eriβ Dra
β Hyiδ Cruρ Pupζ Herλ Sgr
τ Scoγ Pegε Virβ Lepζ Per
β TrAβ Araα Hyiα Tucη Tau
δ Cygδ Capμ Gemα Gemε Per
γ TrAπ Scoσ Scoπ Sgrβ CMi
α² CVnβ Aqrγ Perτ Pupη Peg
γ Eriδ Crvα Araα Aqrε Gem
ε Leoε Aurγ² Sgrζ Aqlβ Tri
ζ Tauε Crvγ Hyaδ Perυ Car
ψ UMaγ Gruζ CMaο² CMaγ Boo
ι¹ Scoο Cetμ Cenμ UMaβ Mus
γ UMiδ Draμ¹ Scoβ¹ Cygβ Cap
ζ Hyaν Hyaη Sgrα Indβ Col
α Lynλ Cenκ Cenζ Araι UMa
δ Herπ Herη Aurν Pupθ UMa
ζ Draφ Sgrπ³ Oriε Lepα Cir
κ Ophζ Cygγ Cepδ Lupθ Aql
β Cepθ¹ Eriγ Hyiε Ophγ Lyr
σ Pupη Serδ Andα Dorα Pic
π Hyaθ Ophδ Aqrη Gemσ Lib
ι Draβ Pheμ Lepδ UMaω Car
τ Sgrη Scoξ Pupθ Leoγ Ara
ν Ophα Retζ Cepη Oriξ Gem
ο UMaδ Aqlζ Virε Lupε Cas
ε Hyaδ Virρ Perθ² Tauζ Peg
γ Pheα Triν Cenζ Lupη Lup
μ Herβ Pavη Cepη Casζ Leo
λ Aqlη Cetλ UMaβ Lyrγ Cet
λ Tauσ CMaχ Carδ Booγ Sge
ν UMaα¹ Herμ Pegε Gruτ Cet
β Booα Telξ² Sgrβ Cncο Leo
η Leoι Cepε Tauδ Gemμ Ser
η Herθ Pegδ Eriλ Oriφ Vel
ξ Hyaξ Serζ Lepι Lupι Cet
φ Eriυ4 Eriδ Crtφ¹ Lupδ Pav
κ Gemμ² Scoχ Draα² Capλ Gem
ρ Booυ Libε Cruθ Cetο Tau
τ Oriγ Lepθ Gemκ UMaψ Vel
λ Hyaβ Virη Pscδ Musζ² Sco
δ Araη Pavο Andβ Delλ Mus
γ Tauγ Virα Draβ Indζ Cas
τ Libθ Araβ Serα Pyxγ Vir
β CrBγ Capτ4 Eriπ4 Oriγ Psc
χ Eriξ Herη Lepχ UMaε Ser
β Aqlπ5 Oriδ Aurξ Cygτ Cyg
ζ Cetε Eriξ Tauζ Capλ Aqr
ζ Aurγ Herγ Ophξ Draδ Cep
η Perδ¹ Tauβ Dorη Araν Oct
ι Pegν Perβ Volο Sgrκ Cyg
α Delε Aqrα Lacγ² Volζ Gem
ι Gemι² Cygκ Perυ UMaγ² Leo
δ Serδ Serι Herσ Oriδ Lep
μ Hyaυ² Eriλ Ophδ Sgeλ And
ο Perφ Cenα Apsο Herε Dra
θ¹ Tauλ Draγ CrBγ Aqrβ Ret
β Picδ Colω CMaρ Leoγ Ser
δ TrAα Sctα Horτ Cenθ Her
μ Sgrμ Andα Forε Colο¹ CMa
γ Musκ Draυ¹ Cenκ¹ Lupε Phe
θ Hyaμ Leoμ Virρ Scoη Eri
π Cenη Virτ Herγ Apsη Cyg
η Aqlι Gruν Tauι Hyaσ Cen
γ Libζ Pheε Herα Equν Eri
α Monρ¹ Sgrκ Pheδ Cncι Leo
ν Cygδ Pheτ Perν² CMaζ Vol
ζ UMaχ Lupλ Pegη Colκ CMa
ρ Cenω¹ Scoε Pavν Aurβ Pyx
α Sgrδ¹ Gruγ Monδ Volγ Tuc
υ Cetα Volγ Triγ Pyxθ Dra
ν Scoζ Pavβ¹ Sgrτ² Aqrω Psc
μ Eriι Cncα Crvγ² Norε Aql
ρ Cygη Aqrβ Camν Virμ¹ Cru
ε Delξ Perο¹ Eriζ Cruι Per
σ Leoψ Cenθ Booρ Lupλ Lup
ζ Andυ Gemε¹ Araφ Perδ Cet
ο² Oriθ CMaα Chaυ Booβ Cir
θ Capα Crtγ Crtι Virμ Cep
υ Andδ Hyiτ³ Eriφ² Oriκ Ser
ι Eriε Hyiγ Chaε Musε TrA
α CrAβ CrAω Capδ² Gruθ Per
μ Oriγ CMaυ¹ Hyaο Virζ Gru
ζ Telι Sgrκ Pegι Pscμ Per
θ CrBψ Capκ Andν Gemδ Mon
η Cruθ Libε CrBβ Octκ Cas
δ Hyaθ Aqrε PsAρ Gemλ Boo
κ Virε Cepξ Pegσ Herζ Ori
β LMiδ PsAψ¹ Aqrκ¹ Tauφ Dra
β Sctλ Pavθ Cepγ Pavφ Aqr
ζ Tucψ Perτ6 Eriθ Lupε UMi
χ Cygσ Cygπ² Cygβ Apsα¹ Cap
φ Andκ Eriπ Cetγ Dorα Cnc
α Antο Pscπ Aurβ Chaβ CVn
β Comτ Virφ Herο Serμ Cet
τ5 Eriλ Eriγ¹ Velξ² Cenμ Lup
γ² Delι Aqrε Pscξ² Cetυ Tau
τ Tauσ Gemβ Hyaφ Ophι Cap
θ Gruθ Pscλ Perμ Tauδ³ Tau
α Camλ Lepβ² Sgrν Cepξ Cep
π² Pegβ PsAι Andη Hyaυ Leo
δ² Lyrα Sclλ Leoη Crvμ¹ Boo
γ CMiδ Octο Lupζ UMiω² Sco
θ Casα Pscξ¹ CMaθ¹ Cruω Lup
ν Serκ Lyrζ Monυ² Cenσ Oph
ι PsAθ² Eriδ Ariδ Dorκ Aur
ε Volθ Chaτ² Lupπ Pavπ And
η Pheσ Perπ² Oriκ Lepγ Col
ρ Hyaγ Comχ Cenδ UMiξ Pav
ζ¹ Lyrθ Lyrι Aqlβ¹ Tucε And
ξ¹ Cetκ Colι CMaα Sgeβ Sge
θ¹ Sgrβ Sclθ Virι Ophω Eri
ξ Ophη Lyrκ Cepθ Indψ² Aqr
τ CMaδ Indυ Pegψ Pheφ¹ Ori
χ¹ Oriτ Gemξ UMaλ Herν Her
π Cepγ Sclη Andπ Eriν Ori
σ Lupχ Ophζ² Aqrδ Pscο² Eri
ν³ CMaζ Booλ Serδ Delυ Cyg
β Lacν Pscε Retε Monσ Hya
κ Pavα Vulα Caeι Lepδ² Cha
ω Ophτ Draμ Aqlβ Forρ Ori
κ Leoσ Booλ Gruγ PsAτ¹ Eri
π6 Oriφ Leoε Norξ Oriλ CMa
β Crtθ Cygδ Tucα Sexδ Equ
ω² Aqrο Pupτ Booψ Ophμ PsA
λ Pscε Tucτ Pscγ Retυ¹ Eri
γ Picε Antγ Cirρ Draη Ind
ν Aqrσ Andι Casτ Aurλ Vir
ι Serρ Herν Andε Telλ Cyg
β Pscβ² Tucο Casξ² CMaκ² Boo
ψ Booι¹ Libφ² Lupρ Casγ¹ Cae
ξ Booο Scoδ Retτ¹ Lupω Ori
τ² Hyaω Herδ Sclκ Pyxψ¹ Dra
μ Pheψ² Oriφ UMaσ Araδ CrA
π Draζ¹ Aqrβ Monπ² UMaτ¹ Hya
υ² Hyaι Antο Booτ Pegθ And
υ Sgrξ Pscυ Oriλ Cruχ Her
μ Ophζ Serθ¹ Serυ² Casε Ari
ε Ariω Perγ Camχ² Oriχ Leo
δ CrBι¹ Norυ Ophι Tauν Pav
θ CrAφ Pscτ8 Eriρ Tauπ¹ Ori
η Norχ Pscτ9 Eriγ Cncπ Vir
χ Virο Draν Aqlπ Aqrψ Peg
χ Cetθ Lepτ UMaψ¹ Lupγ Mic
π¹ Cygπ CMaδ¹ Apsζ Sctσ Dra
ζ Delε Capη² Hyiν Forπ Tau
σ² Tauλ Pyxι Cruγ¹ Sgrφ Cyg
γ Equξ Aqrε Indο Aqrπ Per
λ Cetπ Leoθ Crtο Hyaγ Sct
ω Sgrχ Casλ Aurω UMaξ Aql
ε Micι Pheκ Retζ Dorθ Pyx
μ Musθ² Cruπ Lupδ Norδ Sct
λ Casζ Crtζ¹ Scoμ Aqrκ Cap
μ¹ Cygψ Casο¹ Oriυ Aurκ Lib
γ² Ariσ Cetτ² Eriν Hyiι Boo
ψ² Lupζ CrAο Cepφ¹ Cetυ Psc
χ Aurρ UMaρ Serυ Herτ CrB
ν Capφ¹ Pavλ¹ Pheξ Scoλ Ara
ζ Apsρ Capθ Octλ Ariψ² Aur
θ Antψ Virμ¹ Gruο Pegχ Peg
ξ Casζ Eriδ² Tauσ² UMaη Mus
σ Virω Draη Sclψ Eriδ Pic
φ Virω Booι² Scoν Tucπ Lup
κ CrBσ Serυ Draθ¹ Micσ Aqr
υ¹ Casω Andγ¹ Ariκ¹ Cetο Col
θ Dorε Crtζ Booπ Serν¹ Sgr
η Sctμ Pscγ² Andε Cetζ Hyi
η Capν Pegξ Virξ¹ Cenξ CrB
ψ Sgrρ Gruη Gruκ Tucν Cet
μ Aurε Cirδ Triλ Colξ UMa
ν² Draλ Telε CrAτ Casξ And
ρ Virν¹ Draρ Pavσ Casν Cas
ρ Cetζ Ariζ Pyxδ Pyxζ Ind
ω Forο Gemε Sctι Telα Mic
ρ Pegψ¹ Aurφ³ Hyaε Chaη Aps
ζ TrAδ Libβ² Scoψ Cygτ PsA
δ Horλ Lyrγ CrAπ Casτ And
ω² Tauω Aurχ Gemχ¹ Hyaπ¹ Boo
ε Libκ Norψ Scoμ Norξ Tel
κ Pscφ Tauψ¹ Oriτ Leoψ Hya
η UMiκ Aqlρ Aqlω¹ Cygψ And
ν Pheθ UMiδ¹ Telι Retξ Col
φ Gemω Hyaξ Leoφ Casχ And
θ² Serψ³ Aqrω Casβ Horσ Aur
ξ Aurε CMiι CrBγ¹ Norν² Sgr
γ CrAυ PsAδ Forμ CMaν¹ Lup
κ Herζ Sgeω¹ Aqrη Tucκ Hyi
η² Dorθ PsAζ Sclθ Colψ4 Aur
ψ7 Aurν¹ Booν² Booρ Ophο Pav
κ Ariη² Picλ Libχ¹ Sgrκ Aqr
κ Chaλ Cepβ Caeγ Sexι¹ Mus
η Telκ Delι Indν Dorκ Hya
ε Apsε¹ Lyrχ Aqrλ Hyiδ Cae
σ¹ Tauφ Aurζ² CrBξ Scoδ² Tel
θ² Oriξ¹ Sgrμ Capφ Pegβ³ Tuc
τ² Ariα Menβ Sexλ Crtδ Cir
κ TrAι Ariη Sgeυ Capε Oct
μ² Gruφ Pheμ Horε Dorζ Cha
θ Cirμ CrBβ² Cygο Aqlν Mic
ι Micπ PsAγ¹ Octε Booξ¹ Lup
μ Lyrφ² Pavθ¹ Oriο¹ Cenλ CrA
π Pheχ Pheφ Forλ Dorπ Gem
ζ CMiχ Cncσ¹ UMaξ Cncυ Vir
θ Norε² Lyrω Pavγ¹ Delο² Cen
ζ² Musα¹ Libμ Araυ Pavα Oct
ρ Telμ Indβ Equσ Pegμ Cas
ξ Eriμ Colμ² Cruη Cirτ¹ Ser
κ Telσ Aqlρ Andι Sclω Gem
η Crtσ Pheφ² Cetγ Menκ For
ψ³ Aurθ Volο¹ Cncσ³ Cncν Lib
ν¹ CrBο Ophυ Aqrυ Pheζ Hor
δ Sexζ Crvρ Pheπ Ariψ6 Aur
ρ² Cncα Comα Comχ Scoτ Cap
α Pscψ Tauρ Aurη Antω Ser
κ Araε Equζ Pscζ² Retτ7 Eri
η Retκ Cncε Sexφ Booτ Oph
μ CrAφ Capθ Sclπ Sclψ5 Aur
η CMiδ¹ CMiι Araπ Araν² Lyr
π Capν Horρ³ Eriν Leoχ Boo
η Ariκ Dorη Pyxδ² Apsι TrA
χ Aqlγ³ Octμ Forμ Hyiτ¹ Ari
κ² Tauχ Octι Lyrω¹ Aqlφ Aql
σ Capη Volε² Araξ Gruλ Oct
ν Indν Lepμ² Cncθ² Sgrζ Mic
χ Capφ³ Cetε Sclη Horλ Pic
β Menν² Colμ Libμ² Pavμ Scl
ρ² Eriη Cncχ Serψ¹ Pscπ² Cnc
π Forλ Horθ Cncψ Leoν Tel
ξ Octι Chaω Virι Tucχ Tau
κ¹ Volυ Lupε² Lyrρ Aqrκ Gru
ρ Pscη¹ Picπ² Dorη Delρ Tuc
γ² Forν² CrBα² Herβ Monι Vol
κ² Sclι Horω Leoη Libρ CrB
ι Apsσ Pavκ¹ Sclζ Octη PsA
ν Ariτ Cncχ³ Sgrι Delλ PsA
ω² Cygλ² Tucζ Picθ Menσ² Cnc
ν Cncν Chaλ CrBλ Norψ² Dra
ι Octξ² Libξ Ariη³ Forη Men
ο Aurκ Menη Chaδ¹ Chaρ Her
φ Octσ Octν Gruι Crtσ Ari
κ¹ Apsι Pavη¹ CrAτ Octσ Psc
σ Sclε Triω¹ Tauσ Colπ² Col
θ Apsζ4 Libρ² Cepπ Tucλ² Phe
θ Musο CrBψ Octι Hyiμ¹ Cha
θ TrAτ Aqlο Gruθ Hyiε Men
η Micο Indφ Gruζ¹ Retρ For
μ Menφ Serψ² Pscψ³ Pscπ¹ Hyi
ψ¹ Pscπ¹ Dorδ Antπ CrBπ Psc
φ¹ Cncρ Octι² Norκ Octη CrB
δ¹ Lyrλ Capπ¹ Pegξ Sclδ² CMi
ε Pyxκ¹ Sgrβ Monα¹ CVnφ4 Cet
ι Picλ Oriν Picη² CrAυ Gru
θ Ariξ² Lupκ² Indπ² Gruρ³ Ari
ζ¹ Cncζ Menπ¹ UMaζ¹ Libσ CrB
κ² Sgrπ Menκ² Volπ Chaπ¹ Oct
π² Octν² Lupκ² Apsκ² CrAσ¹ Cnc
ε Sgeτ¹ Aqrο² Cncδ Micτ Scl
π² Hyiμ Ariκ² Cetδ Menγ¹ Vol
κ² Lupξ Pheμ Picν¹ CMaτ³ Gru
ζ Forχ² Forη¹ Dorχ² Hyaυ Ser
τ Pheπ Aqlθ Delψ Cncθ Pav
ζ² Lyrγ² Octγ Horζ¹ Musι¹ For
ρ¹ Eriυ¹ Cncι¹ Cygμ¹ Pavο Ari
θ² Micυ Octυ CrBλ² Forν Men
ψ¹ Draξ¹ Libμ Draδ³ CMiτ7 Ser
ζ Norζ³ Libι² Forω¹ Cncμ Dra
ρ¹ Cepξ Menξ² Capσ² Gruθ Ret
ψ9 Aurρ² Sgrπ² Booψ Serε For
λ² Sclλ¹ Forσ Forκ Cruρ² Ari
ω Octη¹ TrAν¹ Lyrυ Aqlη² For
ψ Forρ Ophζ² Antτ5 Serκ Crt
τ Ophο Capρ¹ Cncλ Cncμ¹ Cnc
ζ¹ CrBμ¹ Octτ Forτ6 Serζ¹ Cnc
ε¹ Lyrω² Aqlφ² Hyaβ Micτ¹ Gru
ι Menρ Indλ¹ Sclτ² Hyiι² Lib
η CrBμ² Cygζ Cirθ Pheω Phe
κ Picπ¹ Colτ³ Serγ Indκ¹ Ind
θ Tucψ Crtγ¹ Forτ8 Serσ Hyi
ν¹ Colζ¹ Antη Octπ Indζ² Cnc
η Carλ¹ Tucτ² Serκ Herυ Car
ψ Aqlθ Picτ Pavσ¹ Gruζ Psc
φ² Cncε Cncο Libν Scoμ Tel
ω² Cncφ² Cncκ¹ CrAτ¹ Hyiγ² Cae
ξ¹ Capυ² Cncζ Caeλ UMiχ¹ For
ι Picγ Cruζ PsAψ8 Aurθ Sge
χ³ Forμ² Booη¹ Forπ¹ Cncλ Men
μ² Octι Cncμ² Chaπ¹ Gruι² Mus
σ CrBκ¹ Booθ¹ Oriθ¹ Oriο Cap
ο Ophδ Oriζ¹ Antθ¹ Ori


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