AQA · A-Level · Physics
Course version: 7408 · Version from Sept 2016
Strangeness (symbol s) as a quantum number to reflect the fact that…
Full specification wording
Classification of particles: Strangeness (symbol s) as a quantum number to reflect the fact that strange particles are always created in pairs.
Strangeness is a quantum number, symbol s, invented to explain why certain particles such as kaons and hyperons appear only in pairs when produced.
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- Point 12 of 15
- 4 key terms
Study notes
From the checked teaching notes for this specification point.
The idea
Strangeness is a quantum number, symbol s, invented to explain why certain particles such as kaons and hyperons appear only in pairs when produced. Each strange quark carries s = −1 and each strange antiquark carries s = +1, so a K⁺ (u s̄) has s = +1 while a K⁻ (ū s) has s = −1. Because the strong interaction creates a strange quark and a strange antiquark together, the total strangeness of the products starts at zero, matching the zero strangeness of the colliding hadrons. For example, in π⁻ + p → K⁰ + Λ⁰ the K⁰ has s = +1 and the Λ⁰ has s = −1, giving a total of zero. Strangeness is therefore a bookkeeping number that reflects pair production and is conserved in strong and electromagnetic interactions but not in weak decays.
What earns the marks
- Strangeness is a quantum number with symbol s, assigned to hadrons containing strange quarks.
- A strange quark has s = −1 and a strange antiquark has s = +1, so mesons such as K⁺ and K⁻ have opposite strangeness values.
- Strange particles are produced in pairs in strong interactions because a strange quark and a strange antiquark must be created together.
- The total strangeness of the initial state and the final state is equal in a strong production reaction, typically zero for collisions of non-strange particles.
- Strangeness values are determined from quark content and are used to classify particles as strange or non-strange.
- The pair-production rule explains why isolated single strange particles are not seen emerging directly from high-energy collisions of non-strange particles.
Common mistakes and how to put them right
Treating strangeness as a measure of mass or lifetime rather than a quantum number.
Put it right by linking s directly to the number of strange quarks and antiquarks.
Assigning the same sign of strangeness to a particle and its antiparticle.
Put it right by remembering that antiparticles have opposite strangeness.
Assuming a single strange particle can be produced from non-strange colliding particles.
Put it right by checking that total strangeness is zero before and after a strong production event.
Exam tips
- Write the quark content of each hadron before quoting its strangeness, so the sign of s is justified rather than guessed.
- When a question gives a production reaction, add the strangeness values on each side to show explicitly that the totals match.
- Use the symbol s consistently and distinguish it from seconds or distance by the context of the particle reaction.
Try the lesson
The start of the Classification of particles: Strangeness (symbol s) as a quantum number to reflect the fact that strange particles are always created in pairs. lesson, made from checked teaching notes for this specification point.
Have a go first
Which statement explains why strangeness was introduced as a quantum number for strange particles?
Listen
Strangeness is a quantum number, symbol s, invented to explain why certain particles such as kaons and hyperons appear only in pairs when produced. Each strange quark carries s = −1 and each strange antiquark carries s = +1, so a K⁺ (u s̄) has s = +1 while a K⁻ (ū s) has s = −1. Because the strong interaction creates a strange quark and a strange antiquark together, the total strangeness of the products starts at zero, matching the zero strangeness of the colliding hadrons. For example, in π⁻ + p → K⁰ + Λ⁰ the K⁰ has s = +1 and the Λ⁰ has s = −1, giving a total of zero. Strangeness is therefore a bookkeeping number that reflects pair production and is conserved in strong and electromagnetic interactions but not in weak decays. A strong answer earns marks for these points. Strangeness is a quantum number with symbol s, assigned to hadrons containing strange quarks. A strange quark has s = −1 and a strange antiquark has s = +1, so mesons such as K⁺ and K⁻ have opposite strangeness values. Strange particles are produced in pairs in strong interactions because a strange quark and a strange antiquark must be created together. The total strangeness of the initial state and the final state is equal in a strong production reaction, typically zero for collisions of non-strange particles. A common slip: Treating strangeness as a measure of mass or lifetime rather than a quantum number. Instead, linking s directly to the number of strange quarks and antiquarks. Exam tip: Write the quark content of each hadron before quoting its strangeness, so the sign of s is justified rather than guessed.
See it
Key words
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Strangeness
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Strange quark
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Pair production
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Conservation of strangeness
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See every definition
- Strangeness
- A quantum number, symbol s, invented to explain why certain particles such as kaons and hyperons appear only in pairs when produced.
- Strange quark
- Carries s = −1, while a strange antiquark carries s = +1.
- Pair production
- The strong interaction creates a strange quark and a strange antiquark together, so the total strangeness of the products starts at zero.
- Conservation of strangeness
- Strangeness is conserved in strong and electromagnetic interactions but not in weak decays.
Label the diagram
Some boxes have lost their names. Pick the right name for each number.
1Box 1
2Box 2
3Box 3
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