Nuclear Fission

    OCR
    GCSE
    Physics

    This guide provides a comprehensive overview of Nuclear Fission (OCR GCSE Physics 7.8), focusing on the core principles of chain reactions, reactor components, and balancing nuclear equations. It is designed to build confidence and help students secure maximum marks in their exams."

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    Examples
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    Questions
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    Key Terms
    🎙 Podcast Episode
    Nuclear Fission
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    Study Notes

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    Overview

    Nuclear fission is the process of splitting a large atomic nucleus into smaller ones, releasing a vast amount of energy. For your OCR GCSE Physics exam, understanding this topic is crucial, as it not only appears in dedicated questions but also links to concepts of energy, radioactivity, and atomic structure. This guide will break down the mechanics of induced fission, explain the controlled chaos of a chain reaction, and demystify the workings of a nuclear reactor. We will cover both Foundation and Higher Tier content, ensuring you are prepared for any question, from simple definitions to complex 6-mark explanations and equation balancing.

    Key Concepts

    1. Induced Fission

    Unlike radioactive decay, which can be spontaneous, the type of fission used in nuclear reactors is induced. This means it is started deliberately. The process begins when a slow-moving neutron is absorbed by a large, unstable nucleus, typically Uranium-235. The nucleus becomes highly unstable (now Uranium-236) and immediately splits.

    Example: Imagine throwing a small, slow-moving tennis ball into a large, wobbly tower of blocks. The impact is enough to make the whole tower collapse into smaller piles. The tennis ball is the neutron, and the wobbly tower is the U-235 nucleus.

    2. The Products of Fission

    When the U-235 nucleus splits, it forms two smaller nuclei, known as daughter nuclei. These are not always the same; there are many possible combinations, but they are always of roughly equal size. For example, Barium-141 and Krypton-92 are common products. Crucially, the split also releases:

    • 2 or 3 neutrons: These are key to the chain reaction.
    • Energy: Released as gamma rays and the kinetic energy of the fission products.

    chain_reaction_diagram.png

    3. The Chain Reaction

    A chain reaction is a self-sustaining process where the neutrons released from one fission event go on to trigger further fission events. If one fission releases 3 neutrons, those 3 neutrons can cause 3 more fissions, releasing 9 neutrons, which can then cause 9 more fissions, and so on. In a nuclear weapon, this reaction is uncontrolled, leading to an explosive release of energy. In a nuclear reactor, it must be precisely controlled.

    4. Controlling Fission: The Nuclear Reactor

    To use fission for electricity generation, the chain reaction must be maintained at a steady rate, where, on average, only one neutron from each fission event goes on to cause another. This is achieved using key components:

    reactor_components.png

    • Fuel Rods: Contain the fissile material, usually enriched Uranium-235.
    • Moderator: This material (often water or graphite) surrounds the fuel rods. Its job is to slow down the fast-moving neutrons released during fission. Slow neutrons are much more likely to be absorbed by U-235 and cause further fission. Fast neutrons tend to just bounce off.
    • Control Rods: Made of a neutron-absorbing material like boron or cadmium. These can be raised or lowered into the reactor core. Lowering the rods absorbs more neutrons, slowing the reaction down. Raising them absorbs fewer neutrons, speeding the reaction up. This is how the rate of fission is precisely controlled.
    • Coolant: Usually water, this flows through the reactor to absorb the immense heat generated. The hot coolant is then used to boil water, create steam, and turn a turbine to generate electricity.

    Mathematical/Scientific Relationships

    **(Higher Tier Only)**Nuclear equations must be balanced. The total mass number (top number) and atomic number (bottom number) must be the same on both sides of the equation.

    General Equation for Fission:

    ¹n + ²³⁵U → [²³⁶U]* → X + Y + (2-3)¹n + Energy

    Where:

    • ¹n is the neutron.
    • ²³⁵U is the Uranium-235 nucleus.
    • [²³⁶U]* is the temporary, unstable Uranium-236 nucleus.
    • X and Y are the two daughter nuclei.

    Example Equation:

    ¹n + ²³⁵₉₂U → ¹⁴¹₅₆Ba + ⁹²₃₆Kr + 3¹n

    Checking the balance:

    • Mass Number (Top): 1 + 235 = 236 on the left. 141 + 92 + (3 x 1) = 236 on the right. It balances.
    • Atomic Number (Bottom): 0 + 92 = 92 on the left. 56 + 36 + (3 x 0) = 92 on the right. It balances.

    Practical Applications

    Nuclear fission is the primary process used in nuclear power stations to generate electricity. The heat from the controlled chain reaction is used to produce steam, which drives turbines connected to generators. This provides a low-carbon source of electricity, as no fossil fuels are burned in the process. However, the management of radioactive nuclear waste is a significant challenge.

    nuclear_fission_podcast.mp3

    Worked Examples

    3 detailed examples with solutions and examiner commentary

    Practice Questions

    Test your understanding — click to reveal model answers

    Q1

    State two products of a nuclear fission reaction, other than the two daughter nuclei. (2 marks)

    2 marks
    foundation

    Hint: Think about what is released that can either continue the reaction or be used as a source of power.

    Q2

    Explain why a chain reaction does not occur in a small piece of Uranium-235. (3 marks)

    3 marks
    standard

    Hint: Consider the size of the material and the probability of a released neutron hitting another nucleus.

    Q3

    A nuclear reactor is operating at a steady power output. Describe what action the operators must take to shut the reactor down, and explain how this action stops the chain reaction. (4 marks)

    4 marks
    standard

    Hint: Which component is used to control the rate of reaction? How does it work?

    Q4

    (Higher Tier) Explain why the neutrons released in fission must be slowed down in a nuclear reactor. (3 marks)

    3 marks
    challenging

    Hint: Consider the 'capture cross-section' or probability of absorption for fast vs. slow neutrons.

    Q5

    Evaluate the use of nuclear fission for generating electricity. (6 marks)

    6 marks
    challenging

    Hint: 'Evaluate' means you need to consider both the advantages and disadvantages and come to a conclusion.

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