11.2 Fundamental particles
- Syllabus
- 9702–2028–2029
- Topic
- 11.2
- Level
- AS
A fundamental particle is not known to contain smaller constituent particles: it cannot be subdivided into a simpler internal structure. Quarks are fundamental particles.
| Group for charge learning | Quark flavours |
|---|---|
| up-type | up (u), charm (c), top (t) |
| down-type | down (d), strange (s), bottom (b) |
The six flavour names are up, down, strange, charm, top and bottom. Each also has a corresponding antiquark flavour, so there are six antiquark flavours.
Meson, baryon, proton and neutron are not quark flavours; they are composite hadrons. For this syllabus, learn quark flavour and charge only—no other quark properties are required.
| Flavours | Quark charge | Corresponding antiquark charge |
|---|---|---|
| u, c, t | +(2/3)e | −(2/3)e |
| d, s, b | −(1/3)e | +(1/3)e |
Replace every constituent by its signed charge and add. An antiquark keeps the flavour family but reverses the charge sign.
Proton uud: +(2/3)e +(2/3)e −(1/3)e = +e. Neutron udd: +(2/3)e −(1/3)e −(1/3)e = 0. Antiproton ūūd̄: −(2/3)e −(2/3)e +(1/3)e = −e.
Do not reverse flavour when forming an antiquark: anti-up is still the antiparticle of up, but its charge is −(2/3)e. Fractional constituent charges can sum to an integer hadron charge.
| Nucleon | Quark composition | Charge sum |
|---|---|---|
| proton | uud | 2/3 + 2/3 − 1/3 = +1 |
| neutron | udd | 2/3 − 1/3 − 1/3 = 0 |
Protons and neutrons are not fundamental because each is a composite baryon containing three quarks.
ForZprotonsandNneutrons:numberofu=2Z+N,numberofd=Z+2N
Tritium has Z = 1 and N = 2, so it contains 2(1)+2 = 4 up quarks and 1+2(2) = 5 down quarks. An alpha particle has two protons and two neutrons, giving 6 up and 6 down quarks.
A neutron is neutral because its fractional constituent charges sum to zero, not because it contains no charged quarks.
| Hadron class | Constituent pattern | Examples |
|---|---|---|
| baryon | three quarks | proton uud, neutron udd |
| antibaryon | three antiquarks | antiproton ūūd̄ |
| meson | one quark + one antiquark | pion |
A hadron is a composite particle made from quarks. For the syllabus classification, hadrons are baryons or mesons; flavour combinations need not use identical quarks.
A neutral meson can pair a quark with its corresponding antiquark, such as uū: +(2/3)e −(2/3)e = 0. Charge validity must agree with the constituent signs.
Electrons, positrons, neutrinos and antineutrinos are leptons, not hadrons. A meson is not two baryons and does not contain two ordinary quarks.
In β− decay a down quark changes to an up quark, turning a neutron udd into a proton uud and emitting an electron and antineutrino; β+ reverses the quark change with a positron and neutrino.
Track the quark charge change and the emitted lepton charges together. The weak interaction mediates the flavour change.
A neutron’s d→u raises hadron charge by +e, balanced by the emitted electron’s −e in β− decay.
The beta electron is not an orbital electron released from the atom; it is created in the weak decay process.
Leptons are fundamental particles: they are not made from quarks. In this syllabus, recognise electrons and neutrinos and their antiparticles as leptons.
| Lepton | Antiparticle | Electric charge |
|---|---|---|
| electron e⁻ | positron e⁺ | −e; antiparticle +e |
| electron neutrino νₑ | electron antineutrino ν̄ₑ | 0; antiparticle 0 |
| Fundamental leptons | Composite hadrons (not leptons) |
|---|---|
| electron, positron, neutrino, antineutrino | proton, neutron, baryon, meson |
Beta-minus emission contains two leptons: an electron and an electron antineutrino. Beta-plus emission contains a positron and an electron neutrino.
A positron is a positively charged lepton, so it is false that every charged lepton has charge −e. A neutrino is not a neutral hadron or a photon.