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Flavour classification of hadrons

Although the data (mostly from neutrino experiments) on the c—s coupling are not conclusive, the evidence suggests that it is also left-handed. The apparent connection between quarks and leptons is fascinating. Both sets of doublets are point-like s = 5 fermions their electric charges are quantized in a related way (Q, Q — 1 with Q = 0 for leptons and Q = for quarks) furthermore, the sum of the electric charges of all fermions (in a colour scheme) vanishes as required to cancel triangle anomalies (see Section 9.5.3). It should be noted, however, that serious questions arise if one tries to put the above quark-lepton connection on a quantitative [Pg.209]

As already mentioned, the flavour symmetry SU 3)p of Gell-Mann and Neeman was very successful in providing a classification of the old (i.e. pre-charm) spectroscopy. The quantum numbers of each hadron were [Pg.209]

Examples of the quark-antiquark content are given in Fig. 11.2. The quark content of the particles at the centre of the diagrams, assuming SU 3)f symmetry, are [Pg.210]

Similarly, singlets, octets and decuplets of baryons are obtmned by combining quarks according to [Pg.210]

For examples, see Fig. 11.3. For the baryon octet, 517(3) f does not imiquely specify the flavour wave function. [Pg.210]


See other pages where Flavour classification of hadrons is mentioned: [Pg.209]    [Pg.209]    [Pg.211]   
See also in sourсe #XX -- [ Pg.209 ]




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