Strange Quarks (AQA A Level Physics): Revision Note

Exam code: 7408

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Written by: Ashika

Reviewed by: Tim

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Strange particles

  • Strange particles are particles that include a strange or anti-strange quark

  • An example of these are kaons

  • Strange particles always:

    • are produced through the strong interaction

    • decay through the weak interaction

    • are produced in quark-antiquark pairs

  • An example of a kaon production could be:

A Feynman diagram of kaon production through the strong interaction, with a gluon as the exchange particle. A π− (d anti-u) and proton (uud) produce K⁰ (d anti-s) and Λ⁰ (uds) through gluon exchange. The text box states that gluons are exchange particles of the strong interaction (between quarks).
Kaons are produced through the strong interaction, which is shown by the gluon exchange particle
  • An example of kaon decay could be:

A Feynman diagram showing K⁰ (d and anti-strange) decaying into π⁻ (d and anti-up) and π⁺ (u and anti-d). The anti-strange emits a W⁺ boson, which is the weak-interaction exchange particle.
Kaons decay via the weak interaction, and this is shown by the W⁺ boson

Strangeness

  • Strangeness, S, like baryon and lepton number, is a quantum number

  • Strangeness is conserved in every interaction except the weak interaction

  • This means that strange particles are always produced in pairs (e.g. K+ and K–)

  • S depends on whether the particle contains a strange quark, anti-strange quark, or no strange quarks:

    • Particles with an anti-strange quark have S = +1

    • Particle with a strange quark have S = –1

    • Particles with no strange quark have S = 0

Diagram of strangeness, S, categories: S equals 1 for K plus and K zero with anti-strange quarks; S equals minus 1 for K minus and anti-K zero with strange quarks; S equals 0 for particles without either, such as protons, neutrons, electrons and pions.
Only particles with a strange quark have a strangeness of +1 or –1
  • Strangeness can change by 0, +1 or –1 in weak interactions

Worked Example

The sigma baryon has a quark structure of suu. It decays to produce a proton and pion as shown in the equation below.

Σ+ → π0 + p

Prove that this decay is via the weak interaction.

[2]

Answer:

Step 1: Determine the strangeness, S of each particle

  • Since sigma baryon has one s quark, it has S = –1

    • The proton and pion has no strange particles, so they have S = 0

Step 2: Determine strangeness, S on both sides of the equation

  • The sigma baryon has a S = –1 but the meson and proton have a S = 0

−1 = 0 + 0 [1 mark]

Step 3: Comment on the conservation of strangeness

  • Since S is not conserved on both sides of the decay equation (only changed by –1), this decay is via the weak interaction [1 mark]

    • This is because S is conserved in all other types of interaction (strong and EM), but isn't always conserved in weak interactions

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Ashika

Author: Ashika

Expertise: Physics Content Creator

Ashika graduated with a first-class Physics degree from Manchester University and, having worked as a software engineer, focused on Physics education, creating engaging content to help students across all levels. Now an experienced GCSE and A Level Physics and Maths tutor, Ashika helps to grow and improve our Physics resources.

Tim

Reviewer: Tim

Expertise: Content Creator

Timothy graduated with a first class degree in Mathematics and Physics from the University of Warwick. After working as a postgraduate researcher, Timothy has worked as a content creator for various online revision platforms, creating physics resources for a range of levels and exam boards.