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The Kobayashi-Maskawa parameters were calculated from the following
tree-level lepton masses and quark constituent masses:
- me = 0.5110 MeV (assumed);
- me-neutrino = mµ-neutrino =
mt-neutrino = 0;
- md = mu = 312.8 MeV;
- mµ = 104.8 MeV; ms = 625 MeV; mc =
2.09 GeV;
- mt = 1.88 GeV; mb = 5.63 GeV; mt = 130
GeV.
according to the following formulas:
- phase angle e = ¹ / 2
- sin(a) = [me+3mu+3md] /Ã(
[me^2+3mu^2+3md^2] + [mµ^2+3mc^2+3ms^2] )
- sin(b) = [me+3mu+3md] /Ã(
[me^2+3mu^2+3md^2] + [mt^2+3mt^2+3mb^2] )
- sin(˜g) = [mµ+3mc+3ms]
/Ã( [mµ^2+3mc^2+3ms^2] + [mt^2+3mt^2+3mb^2] )
- sin(g) = sin(˜g) Ã(
[mµ+3mc+3ms] / [me+3mu+3md] )
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