GellMann–Nishijima formula
gell mann nishijima formula 1, gell mann nishijima formula oneThe GellMann–Nishijima formula sometimes known as the NNG formula relates the baryon number B, the strangeness S, the isospin I3 of quarks and hadrons to the electric charge Q It was originally given by Kazuhiko Nishijima and Tadao Nakano in 1953, and led to the proposal of strangeness as a concept, which Nishijima originally called "etacharge" after the eta meson Murray GellMann proposed the formula independently in 1956 The modern version of the formula relates all flavour quantum numbers isospin up and down, strangeness, charm, bottomness, and topness with the baryon number and the electric charge
Formula
The original form of the GellMann–Nishijima formula is:
Q = I 3 + 1 2 B + S +}B+S\ }This equation was originally based on empirical experiments It is now understood as a result of the quark model In particular, the electric charge Q of a quark or hadron particle is related to its isospin I3 and its hypercharge Y via the relation:
Q = I 3 + 1 2 Y +}Y\ } Y = 2 Q − I 3 }Since the discovery of charm, top, and bottom quark flavors, this formula has been generalized It now takes the form:
Q = I 3 + 1 2 B + S + C + B ′ + T +}B+S+C+B^+T}where Q is the charge, I3 the 3rdcomponent of the isospin, B the baryon number, and S, C, B′, T are the strangeness, charm, bottomness and topness numbers
Expressed in terms of quark content, these would become:
Q = 2 3 [ n u − n u ¯ + n c − n c ¯ + n t − n t ¯ ] − 1 3 [ n d − n d ¯ + n s − n s ¯ + n b − n b ¯ ] }\left}\left} B = 1 3 [ n u − n u ¯ + n c − n c ¯ + n t − n t ¯ + n d − n d ¯ + n s − n s ¯ + n b − n b ¯ ] }\left} I 3 = 1 2 [ n u − n u ¯ − n d − n d ¯ ] =}} S = − n s − n s ¯ ; }n_}}\right;} C = + n c − n c ¯ ; }n_}}\right;} B ′ = − n b − n b ¯ ; =\leftn_}n_}}\right;} T = + n t − n t ¯ }n_}}\right}By convention, the flavor quantum numbers strangeness, charm, bottomness, and topness carry the same sign as the electric charge of the particle So, since the strange and bottom quarks have a negative charge, they have flavor quantum numbers equal to −1 And since the charm and top quarks have positive electric charge, their flavor quantum numbers are +1
References
 ^ Nakano, T; Nishijima, N 1953 "Charge Independence for Vparticles" Progress of Theoretical Physics 10 5: 581 Bibcode:1953PThPh10581N doi:101143/PTP10581
 ^ Nishijima, K 1955 "Charge Independence Theory of V Particles" Progress of Theoretical Physics 13 3: 285 Bibcode:1955PThPh13285N doi:101143/PTP13285
 ^ GellMann, M 1956 "The Interpretation of the New Particles as Displaced Charged Multiplets" Il Nuovo Cimento 4 S2: 848 Bibcode:1956NCim4S848G doi:101007/BF02748000
Further reading
 Griffiths, DJ 2008 Introduction to Elementary Particles 2nd ed WileyVCH ISBN 9783527406012
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29.10.2014
GellMann–Nishijima formula
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