in 1975 it was estimated that the so-called constituent quark masses are: m_u = m_d = 336 MeV/c^2, m_s = 540 MeV/c^2, and m_c = 1500 MeV/c^2 (the bottom quark is about 4500 MeV/c^2). If this is right the average binding energy of the baryon octet is -62MeV. If they all had exactly this binding energy, what would their masses be? Compare the actual values and give the percent error. (Excluding supermultiplets)
in 1975 it was estimated that the so-called constituent quark masses are: m_u = m_d = 336 MeV/c^2, m_s = 540 MeV/c^2, and m_c = 1500 MeV/c^2 (the bottom quark is about 4500 MeV/c^2). If this is right the average binding energy of the baryon octet is -62MeV. If they all had exactly this binding energy, what would their masses be? Compare the actual values and give the percent error. (Excluding supermultiplets)
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in 1975 it was estimated that the so-called constituent quark masses are: m_u = m_d = 336 MeV/c^2, m_s = 540 MeV/c^2, and m_c = 1500 MeV/c^2 (the bottom quark is about 4500 MeV/c^2). If this is right the average binding energy of the baryon octet is -62MeV. If they all had exactly this binding energy, what would their masses be? Compare the actual values and give the percent error. (Excluding supermultiplets)
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