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An introduction to the quark model

An introduction to the quark model

An introduction to the quark model

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Few-charge systems His<strong>to</strong>ry of <strong>the</strong> <strong>quark</strong> <strong>model</strong> Mesons Baryons Multi<strong>quark</strong>s and o<strong>the</strong>r exotics Outlook<br />

The origin of spin dependent forces<br />

Much discussed at <strong>the</strong> beginning of charmonium<br />

Then discussed by Lattice QCD (Rebbi et al., etc.)<br />

<strong>An</strong>d o<strong>the</strong>r non perturbative methods (Brambilla et al.)<br />

Early approaches inspired by<br />

QED<br />

One-boson-exchange picture of nuclear forces<br />

Scalar exchange → central, and spin-orbit,<br />

Vec<strong>to</strong>r exchange → central, spin-spin, tensor and spin-orbit<br />

Early <strong>model</strong>s: vec<strong>to</strong>r linked <strong>to</strong> 1/r and scalar linked <strong>to</strong><br />

confinement,<br />

One should be careful: some terms come from <strong>the</strong> reduction of<br />

Dirac opera<strong>to</strong>rs in terms of Pauli spinors, o<strong>the</strong>r come from <strong>the</strong><br />

non-relativistic reduction (Thomas precession)<br />

It <strong>to</strong>ok some time <strong>to</strong> get a consistent picture compatible with<br />

Lorentz invariance (Gromes, Eichten-Sucher, etc.)<br />

JMR Quark Model

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