24.3Nuclear and Particle Physics
The Building Blocks of Matter — American System Physics Revision Notes & Topical Questions
10 min read 7 parts Lesson 5 of 5 1 quiz
Name the fundamental particles of the Standard Model.Mass–energyE = mc2 (J = kg × (m/s)2).Minimum photon energy for pair production = 2mec2 = 1.02 MeV (electron rest energy 0.511 MeV).Energy gained by a charge accelerated through a p.d.: E = qV (J).Photon energy E = hf, so λ = hc…
- Quark charges
- Beta-minus decay at quark level
- Beta decay is caused by the weak force
- Pair production is the reverse
- Show that a proton (uud) has a charge of +1e and a neutron (udd) has zero charge
- A proton is accelerated through 5.0 MV. What kinetic energy does it gain in J and MeV?
Section 1 of 7The Building Blocks of Matter
- When an electron meets a positron they annihilate, their mass turning into two gamma photons travelling in opposite directions, each of energy 0.511 MeV if the particles were nearly at rest.
- (conserving momentum)
- PET scanners in hospitals use this.
- In the Standard Model each force is transmitted by exchange of bosons: gluons (strong), photons, W and Z bosons (weak).
- (electromagnetic)
- The Higgs boson, discovered in 2012 at CERN, is linked to how particles acquire mass.
Section 2 of 7Process & sequence
Electron-positron annihilationwrite these steps in this order; each step is a marking point.
Section 3 of 7Compare
| Force | Acts on | Relative strength | Range | Carrier |
|---|---|---|---|---|
| Strong | Quarks (hadrons) | 1 | about 10−15 m | Gluon |
| Electromagnetic | Charged particles | about 10−2 | Infinite | Photon |
| Weak | Quarks and leptons | about 10−6 | about 10−18 m | W and Z bosons |
| Gravitational | All particles with mass | about 10−38 | Infinite | Graviton (not yet detected) |
| Particle | Quarks | Charge calculation | Total charge |
|---|---|---|---|
| Proton | u u d | +⅔ + ⅔ − ⅓ | +1 |
| Neutron | u d d | +⅔ − ⅓ − ⅓ | 0 |
| Antiproton | ū ū d̄ | −⅔ − ⅔ + ⅓ | −1 |
Up quark charge +⅔e; down quark charge −⅓e. Antiquarks have opposite charges.
Section 4 of 7Worked examples
Show that a proton (uud) has a charge of +1e and a neutron (udd) has zero charge.
- Proton
- +⅔ + ⅔ + (−⅓) = 4/3 − 1/3 = +1.
- Neutron: +⅔ + (−⅓) + (−⅓) = 2/3 − 2/3 = 0.
- Each photon energy = mec2 = 9.11 × 10−31 × (3.00 × 108)2 = 8.20 × 10−14 J (0.512 MeV). λ = hc/E = (6.63 × 10−34 × 3.00 × 108)/8.20 × 10−14 = 2.43 × 10−12 m.
A proton is accelerated through 5.0 MV. What kinetic energy does it gain in J and MeV?
- E = qV = 1.60 × 10−19 × 5.0 × 106 = 8.0 × 10−13 J = 5.0 MeV.
Section 5 of 7Key terms
Section 6 of 7Command terms
Section 7 of 7Exam technique
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Q1. What is the quark composition of a neutron?
- A. uud
- B. udd
- C. uuu
- D. ddd
Show answer
B. udd: +⅔ − ⅓ − ⅓ = 0.
Q2. Which particle is a lepton?
- A. Proton
- B. Neutron
- C. Pion
- D. Electron
Show answer
D. Leptons: electron, muon, tau and neutrinos.
Q3. The antiparticle of the electron
Show answer
A. The positron: same mass, charge +e.
Q4. Which particle carries the electromagnetic force?
- A. Gluon
- B. W boson
- C. Photon
- D. Higgs boson
Show answer
C. Photons are the exchange particles of the electromagnetic force.
Q5. The minimum photon energy for producing an electron-positron pair is about
- A. 0.511 MeV
- B. 1.02 MeV
- C. 931 MeV
- D. 13.6 eV
Show answer
B. Two rest energies: 2 × 0.511 = 1.02 MeV.
Q6. In beta-minus decay, at the quark level
Show answer
D. d → u + e− + antineutrino, turning a neutron into a proton.
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