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Conservation laws in particle interactionsAQA A-Level Physics: Flashcards

What these 13 flashcards ask

  • What quark change occurs in beta-minus decay?
  • What quark change occurs in beta-plus decay?
  • Write the equation for beta-minus decay of a neutron.
  • Write the equation for beta-plus decay of a proton.
  • Which four quantities must balance in particle interactions?
  • What are the baryon numbers of a baryon, antibaryon and meson?
  • How is lepton number counted?
  • What is the strangeness of a strange quark?
  • Why must an antineutrino be emitted in beta-minus decay?
  • Is energy conserved in particle interactions?
  • Is momentum conserved in particle interactions?
  • Why does a beta-decay electron have a range of energies?
  • What do you do if one quantity does not balance?

Exam questions on Conservation laws in particle interactions

  1. Caesium-137 in stored nuclear waste decays by beta-minus emission. Inside each decaying nucleus a neutron changes into a proton, and an electron is emitted at high speed together with one other, very weakly interacting, particle.
    Show that charge and baryon number are both conserved in the decay n → p + e⁻ + νˉe\bar{\nu}_e.2 marks
  2. A positron emission tomography (PET) scanner uses a tracer containing fluorine-18. Each fluorine-18 nucleus decays by beta-plus emission: a proton in the nucleus changes into a neutron and a positron is emitted together with a neutrino.
    A free proton does not decay in this way, although a proton inside some nuclei can. Using conservation of energy, explain why.2 marks
  3. At a particle accelerator a beam of negative pions is fired into a target of liquid hydrogen, so that pions collide with protons. Data: a pion π⁻ has charge −1, baryon number 0 and strangeness 0; a proton has charge +1, baryon number +1 and strangeness 0. The Λ⁰ has charge 0, baryon number +1 and strangeness −1. The K⁰ has charge 0, baryon number 0 and strangeness +1. The K⁻ has charge −1, baryon number 0 and strangeness −1. The Σ⁺ has charge +1, baryon number +1 and strangeness −1. Strangeness is conserved in these collisions.
    Show that the interaction π⁻ + p → K⁰ + Λ⁰ obeys the conservation of charge, baryon number and strangeness.3 marks
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Written by the Exaim team, led by Shaun Daswani (Head of Upper Secondary, Improve ME Institute; MSc Financial Mathematics, Imperial College London; BSc, UCL) and Jason Daswani (operational lead, Improve ME Institute; LSE).