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6.2.4 Nuclear fission and chain reactions

Splitting large nuclei

Definition

Nuclear fission

The splitting of a large, unstable nucleus into two smaller nuclei, releasing neutrons and energy.

Definition

Daughter nuclei

The two smaller nuclei formed when a large nucleus splits during nuclear fission.

  1. Some very large nuclei, such as uranium-235 and plutonium-239, are unstable and can split into two smaller nuclei.
  2. This splitting of a nucleus is called nuclear fission.
  3. For fission to happen, the unstable nucleus usually has to absorb a neutron first.
  4. A neutron has no charge, so it is not repelled by the positive nucleus and can get close enough to be absorbed.
  5. When uranium-235 absorbs a slow-moving neutron it becomes uranium-236, which is so unstable that it splits almost immediately.
  6. The two smaller nuclei produced are called daughter nuclei, and they are usually of unequal size, such as barium-141 and krypton-92.

Induced fission of uranium-235: a neutron is absorbed by the uranium-235 nucleus, forming unstable uranium-236, which splits into the daughter nuclei krypton-92 and barium-141 and releases energy and three neutrons that can go on to cause further fission.

Radiation from fission

  1. Each fission event releases two or three neutrons as well as the two daughter nuclei.
  2. Fission also releases gamma rays, because the newly formed nuclei are left with extra energy.
  3. The daughter nuclei have too many neutrons to be stable, so they go on to decay and emit beta and gamma radiation.
  4. This is why the spent fuel removed from a nuclear reactor is highly radioactive waste.
  5. The total number of protons and the total number of neutrons are the same before and after a fission event, which you can check with a nuclear equation.
Example

Checking a fission equation

  • A uranium-235 nucleus absorbs a neutron and splits into barium-141, krypton-92 and three neutrons.
92235U+01n→56141Ba+3692Kr+3 01n {}^{235}_{92}\text{U} + {}^{1}_{0}\text{n} \rightarrow {}^{141}_{56}\text{Ba} + {}^{92}_{36}\text{Kr} + 3\,{}^{1}_{0}\text{n} 92235​U+01​n→56141​Ba+3692​Kr+301​n
  • Add the mass numbers on each side to check that the number of nucleons is unchanged.
235+1=141+92+(3×1)=236 235 + 1 = 141 + 92 + (3 \times 1) = 236 235+1=141+92+(3×1)=236
  • Add the atomic numbers on each side to check that the charge is unchanged.
92+0=56+36+(3×0)=92 92 + 0 = 56 + 36 + (3 \times 0) = 92 92+0=56+36+(3×0)=92
  • Both totals balance, so the equation is correct and three free neutrons are available to cause further fission.

Energy transfer in fission

  1. Each fission event releases a very large amount of energy, millions of times more than a chemical reaction involving a single atom.
  2. Most of this energy is transferred to the kinetic energy stores of the daughter nuclei and the neutrons, which fly apart at very high speeds.
  3. Some of the energy is carried away by the gamma rays.
  4. The fast-moving particles collide with the surrounding atoms, so the energy is transferred to the thermal energy store of the material and it heats up.
  5. In a nuclear power station, this thermal energy is used to boil water into steam, which drives turbines to generate electricity.

Chain reactions

Definition

Chain reaction

A sequence of fission events in which neutrons released by one fission go on to cause further nuclei to split.

  1. The two or three neutrons released by one fission can each be absorbed by another uranium-235 nucleus.
  2. Those nuclei then split and release more neutrons, which can cause still more nuclei to split.
  3. This self-sustaining process is called a chain reaction.
  4. If every fission causes more than one further fission, the number of fission events grows extremely quickly, from one to three to nine to twenty-seven and onwards.
  5. In a nuclear reactor, the chain reaction is controlled, so that on average exactly one neutron from each fission goes on to cause another fission.
  6. Control rods, made of a material such as boron that absorbs neutrons, are lowered into the reactor to slow the reaction and raised to speed it up.
  7. In a nuclear weapon, the chain reaction is uncontrolled, so a huge amount of energy is released in a fraction of a second as an explosion.
Analogy

Mousetraps and ping-pong balls

  • Picture a room whose floor is covered in set mousetraps, each holding two ping-pong balls.
  • Dropping one ball onto a trap sets it off, and it throws its two balls into the air.
  • Each of those balls lands on another trap and sets it off, so the number of flying balls grows rapidly until every trap has gone off.
  • Laying a sheet over some of the traps catches balls before they can land, which is how control rods absorb neutrons and stop the reaction growing too fast.
Common Mistake
  • Do not say that the atom splits, because it is the nucleus that splits in fission.
  • Do not say that fission creates energy, because energy is transferred to the kinetic energy stores of the products.
  • Do not confuse fission with fusion, because fission splits one large nucleus while fusion joins two light nuclei.
Exam technique

Describing a chain reaction

  • Start with a neutron being absorbed by a uranium-235 nucleus, because this first step is the one most often missed.
  • State that the nucleus splits into two smaller nuclei and releases two or three neutrons and energy.
  • Explain that these neutrons are absorbed by other nuclei, which also split, so the process continues.
  • A labelled diagram showing one neutron leading to three fissions, then nine, can earn the same marks as a written description.
  • If the question asks about energy, name the store by saying that energy is transferred to the kinetic energy stores of the products.
Self review
  • What usually has to happen to a uranium-235 nucleus before it splits?
  • Name three things released when a nucleus undergoes fission.
  • Explain how one fission event can lead to a chain reaction.
  • Why can a neutron be absorbed by a nucleus more easily than a proton?
  • What do control rods do in a nuclear reactor?
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6.2.4 Nuclear fission and chain reactions Revision Guide

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Revision notes for OCR GCSE Physics 6.2.4 Nuclear fission and chain reactions: explanations and worked examples.

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