Ngisho noma ngabe isayithi lakho lilotshiwe ngesiNgisi kuphela futhi alibandakanyi izinguqulo eziningi , ungase udinge ukwengeza abalingiswa belimi lwesiGreki kulowo masayithi kumakhasi athile noma ngamagama athile.
Uhlu olungezansi luhlanganisa amakhodi we-HTML adingekayo ukusebenzisa izinhlamvu zesiGreki ezingekho esimisweni sezinhlamvu ezijwayelekile futhi azitholakali okhiye bekhibhodi. Akuzona zonke iziphequluli ezisekela zonke lezi zimakhodi (ikakhulukazi, iziphequluli ezindala zingabangela izinkinga; iziphequluli ezintsha kufanele zihle), ngakho qiniseka ukuhlola amakhodi wakho we-HTML ngaphambi kokuwasebenzisa.
Ezinye izinhlamvu zesiGreki zingase zibe yingxenye yesethi yezinhlamvu ze-Unicode, ngakho-ke udinga ukumemezela ukuthi ekhanda lamadokhumenti akho:
Nazi izinhlamvu ezahlukene ongazodinga ukuzisebenzisa.
Bonisa | I-Code Friendly | I-Code Decimal | I-Hex Code | Incazelo |
---|---|---|---|---|
Α | & Alpha; | & # 913; | & # x391; | Capital Alpha |
α | & alpha; | & # 945; | & # x3b1; | I-Lowercase Alpha |
Β | & Beta; | & # 914; | & # x392; | I-Capital Beta |
β | & beta; | & # 946; | & # x3B2; | I-Lowercase Beta |
Γ | & Gamma; | & # 915; | & # x393; | I-Capital Gamma |
γ | & gamma; | & # 947; | & # x3B3; | I-Lowercase Gamma |
Δ | & Delta; | & # 916; | & # x394; | I-Capital Delta |
δ | & delta; | & # 948; | & # x3B4; | Delta ye-Lowercase |
Ε | & Epsilon; | & # 917; | & # x395; | I-Capital Epsilon |
ε | & epsilon; | & # 949; | & # x3B5; | I-Epsilon engaphansi kwe-Lowercase |
Ζ | & Zeta; | & # 918; | & # x396; | I-Capital Zeta |
ζ | & zeta; | & # 950; | & # x3B6; | I-Zeta ye-Lowercase |
Η | & Eta; | & # 919; | & # x397; | Capital Eta |
η | & eta; | & # 951; | & # x3B7; | I-Lowercase Eta |
Θ | & Theta; | & # 920; | & # x398; | I-Capital Theta |
θ | & theta; | & # 952; | & # x3B8; | I-Lowercase Theta |
Ι | & Iota; | & # 921; | & # x399; | Iota Capital |
ι | & iota; | & # 953; | & # x3B9; | I-Lowercase Iota |
Κ | & Kappa; | & # 922; | & # x39A; | Capital Kappa |
κ | & kappa; | & # 954; | & # x3BA; | I-Lowercase Kappa |
Λ | & Lambda; | & # 923; | & # x39B; | Capital Lambda |
λ | & lambda; | & # 955; | & # x3BB; | I-Lowercase Lambda |
Μ | & Um; | & # 924; | & # x39C; | Capital Mu |
μ | & mu; | & # 956; | & # x3BC; | I-Lowercase Mu |
Ν | & Nu; | & # 925; | & # x39D; | Capital Nu |
ν | & nu; | & # 957; | & # x3BD; | I-Lowercase Nu |
Ξ | & Xi; | & # 926; | & # x39E; | Capital Xi |
ξ | & xi; | & # 958; | & # x3BE; | I-Lowercase Xi |
Ο | & Omicron; | & # 927; | & # x39F; | Capital Omicron |
‰ | & omicron; | & # 959; | & # x3BF; | I-Lowercase Omicron |
Π | & Pi; | & # 928; | & # x3A0; | Capital Pi |
π | & pi; | & # 960; | & # x3C0; | I-Lowercase Pi |
Ρ | & Rho; | & # 929; | & # x3A1; | Capital Rho |
ρ | & rho; | & # 961; | & # x3C1; | I-Lowercase Rho |
Σ | & Sigma; | & # 931; | & # x3A3; | Capital Sigma |
σ | & sigma; | & # 963; | & # x3C3; | I-Lowercase Sigma |
ς | & sigmaf; | & # 962; | & # x3C4; | I-Lowercase Final Sigma |
I-Τ | & Tau; | & # 932; | & # x3A4; | Capital Tau |
τ | & tau; | & # 964; | & # x3C4; | I-Lowercase Tau |
Υ | & Upsilon; | & # 933; | & # x3A5; | I-Capital Upsilon |
‰ | & upsilon; | & # 965; | & # x3C5; | I-Lowercase Upsilon |
Φ | & Phi; | & # 934; | & # x3A6; | Capital Phi |
φ | & phi; | & # 966; | & # x3C6; | I-Lowercase Phi |
Χ | & Chi; | & # 935; | & # x3A7; | Capital Chi |
χ | & chi; | & # 967; | & # x3C7; | I-Lowercase Chi |
Ψ | & Psi; | & # 936; | & # x3A8; | Capital Psi |
ψ | & psi; | & # 968; | & # x3C8; | I-Lowercase Psi |
Ω | & Omega; | & # 937; | & # x3A9; | I-Capital Omega |
ω | & omega; | & # 969; | & # x3C9; | I-Omega engaphansi |
Ukusebenzisa lezi zinhlamvu kulula. Emakethe we-HTML, uzobeka lezi zimakhodi zamakhodi akhethekile lapho ufuna ukuthi uhlamvu lwesiGreki luvele. Lezi zisetshenziselwa ngokufanayo namanye amakhodi wezinhlamvu ezikhethekile ze-HTML ezikuvumela ukuba ungeze izinhlamvu ezingatholakali nakhibhodi yendabuko, ngakho-ke angeke zifakwe ku-HTML ukuze ziboniswe ekhasini lewebhu.
Khumbula, lezi zinhlamvu zamakhodi zingasetshenziswa kwiwebhusayithi yesiNgisi uma udinga ukubonisa igama ngenye yalezi zinhlamvu. Lezi zinhlamvu zingasetshenziswa futhi ku-HTML okwakubonisa ukuhumusha okuphelele kwamaGreki, kungakhathaliseki ukuthi uyikhombise ngempela lawo amakhasi wewebhu ngezandla futhi unenguqulo egcwele yesiGreki yendawo, noma uma usebenzisa indlela eyengeziwe yokuzenzakalelayo kumakhasi ewebhu amaningi ngesisombululo esifana ne-Google Translate.
Ihlelwe nguJeremy Girard