Nuclear Chemistry and Applications of Radioactivity
Class 12 Chemistry Notes • NEB Syllabus 2083
Syllabus, 10 solved multiple choice questions, 21 short and 2 long answer questions, handwritten and typed PDF notes and frequently asked questions on radioactivity, nuclear fission and fusion, radioisotopes and radiocarbon dating.
1. Syllabus
Unit 21: Nuclear Chemistry and Applications of Radioactivity
These notes follow the NEB Class 12 Chemistry syllabus (+2 Chemistry, Nepal). Practise the multiple choice questions first, then work through the solved short and long answer questions, and finish with the PDF notes for quick revision.
2. Multiple Choice Questions
- a) Uranium-238
- b) Carbon-14
- c) Cobalt-60
- d) Iodine-131
Correct Answer: b) Carbon-14
Reason: Radiocarbon dating uses the radioactive isotope carbon-14 (half-life 5730 years). It is formed in the upper atmosphere, taken in by living things, and after death it decays, so its remaining amount tells the age. Uranium-238 is used for dating rocks, cobalt-60 for radiotherapy and iodine-131 for the thyroid.
- a) X-ray
- b) \(\gamma\)
- c) \(\beta\)
- d) \(\alpha\)
Correct Answer: d) \(\alpha\)
Reason: \(\alpha\)-particles are heavy (4 amu) and carry +2 charge, so they ionise strongly (maximum ionising power) and lose their energy quickly. They are stopped by a sheet of paper. So the penetrating power is least for \(\alpha\), less for \(\beta\), and very high for \(\gamma\) and X-rays.
- a) Fusion
- b) Combustion
- c) Fission
- d) Ionization
Correct Answer: c) Fission
Reason: Nuclear reactors use controlled nuclear fission of heavy nuclei such as uranium-235 and plutonium-239. The heat produced makes steam, which runs turbines to generate electricity. Fusion is not yet used in power plants.
- a) \({}_{2}He^{4}\)
- b) \({}_{0}n^{1}\)
- c) \({}_{-1}e^{0}\)
- d) \({}_{1}H^{3}\)
Correct Answer: a) \({}_{2}He^{4}\)
Reason: An alpha particle is a helium nucleus with 2 protons and 2 neutrons, so its atomic number is 2 and its mass number is 4, written \({}_{2}He^{4}\) (or \(\alpha\)). \({}_{0}n^{1}\) is a neutron, \({}_{-1}e^{0}\) is a beta particle and \({}_{1}H^{3}\) is tritium.
- a) A heavy nucleus combines with neutron to produce complex nucleus
- b) Two lighter nuclei combine to give a single heavy nucleus
- c) A heavy nucleus breaks in to two or more lighter nuclei
- d) A single lighter nucleus fuses with neutron to give heavy nucleus.
Correct Answer: b) Two lighter nuclei combine to give a single heavy nucleus
Reason: In nuclear fusion two or more light nuclei join to form a single heavier nucleus with a huge release of energy, for example \({}_{1}H^{2}+{}_{1}H^{3}\rightarrow{}_{2}He^{4}+{}_{0}n^{1}+\text{energy}\). Option c describes fission.
- a) Chemical reaction
- b) Nuclear fission
- c) Nuclear fusion
- d) Beta decay
Correct Answer: c) Nuclear fusion
Reason: Nuclear reactions release far more energy than chemical reactions, and the energy released in nuclear fusion is greater than that of nuclear fission (per unit mass of fuel). It is the source of the energy of the sun and stars.
- a) Curie
- b) Rutherford
- c) Siemen
- d) Bacquerel
Correct Answer: d) Bacquerel
Reason: The SI unit of radioactivity is the becquerel (Bq): \(1\,Bq=1\) disintegration per second. Curie (\(1\,Ci=3.7\times10^{10}\) dps) and rutherford (\(1\,Rd=10^{6}\) dps) are other units, and siemen is the unit of conductance.
- a) Cobalt-60
- b) Plutonium-239
- c) Helium-3
- d) Deuterium
Correct Answer: b) Plutonium-239
Reason: Nuclear reactors use uranium-235 and plutonium-239 as the primary fuel, because their nuclei undergo fission after absorbing a neutron. Cobalt-60 is used in radiotherapy, and deuterium and helium-3 are fusion-related, not fission fuels.
- a) Uranium-235
- b) Thorium-232
- c) Radium-226
- d) Cobalt-60
Correct Answer: d) Cobalt-60
Reason: Uranium-235, thorium-232 and radium-226 occur naturally in the earth’s crust. Cobalt-60 is made artificially by bombarding stable cobalt-59 with neutrons in a reactor: \({}_{27}Co^{59}+{}_{0}n^{1}\rightarrow{}_{27}Co^{60}\).
- a) Neutron beam
- b) Gamma rays
- c) Beta particles
- d) Alpha particles
Correct Answer: a) Neutron beam
Reason: Natural radioactive decay gives only three types of radiation: \(\alpha\) particles, \(\beta\) particles and \(\gamma\) rays. A neutron beam is not one of them, as neutrons are produced in nuclear reactions (like fission or the bombardment of nuclei).
3. Numerical and Subjective Questions
Short Answer Questions
a. Carbon-14 is used in the dating of ancient biological substances.
Carbon-14 is formed continuously in the upper atmosphere, and living plants and animals take it in with food and carbon dioxide, so the ratio of \({}^{14}C\) to \({}^{12}C\) in a living body stays constant. When the organism dies the intake stops, and the \({}^{14}C\) present decays (half-life 5730 years) while \({}^{12}C\) stays the same. By measuring the \({}^{14}C\) left in the dead sample, its age can be found. So carbon-14 is used for dating once-living (biological) materials like wood, bones and fossils.
Figure: Formation of carbon-14 and its entry into living things
b. Alpha particles have low penetrating power.
An alpha particle is a helium nucleus (2 protons and 2 neutrons) with mass 4 amu and charge +2, and it moves slowly (about 1/10 the speed of light). Because of its size and charge it ionises the atoms in its path very strongly and loses its energy in a short distance. So it is stopped by a sheet of paper or a few centimetres of air and has the least penetrating power.
Fusion needs extremely high temperature (millions of degrees) and high pressure to overcome the strong electrostatic repulsion between the positively charged nuclei. At this temperature matter exists as plasma, which must be held (confined) for long enough, and no material container can touch it. Creating and holding these conditions needs a lot of energy and very costly technology, and at present the energy put in is about equal to or more than the energy obtained. Unlike fission, fusion also does not proceed as a self-sustaining chain reaction. So fusion is still at the experimental stage, and it is used in the sun and in weapons (hydrogen bomb) but not yet in power plants.
Radioactivity is the natural process in which unstable atomic nuclei spontaneously disintegrate and emit radiations (\(\alpha\) particles, \(\beta\) particles and \(\gamma\) rays) to become more stable. It was discovered by Henri Becquerel in 1896 from uranium salts.
| Unit | Value |
|---|---|
| Becquerel (Bq), SI unit | 1 Bq = 1 disintegration per second |
| Curie (Ci) | 1 Ci = \(3.7\times10^{10}\) disintegrations per second |
| Rutherford (Rd) | 1 Rd = \(10^{6}\) disintegrations per second |
The substances (elements or isotopes) whose atoms have unstable nuclei and emit radiations like \(\alpha\), \(\beta\) and \(\gamma\) rays by themselves are called radioactive substances. They are generally heavier elements. Examples: uranium, thorium, radium, polonium and plutonium (and the isotope carbon-14).
a. Nuclear reaction and chemical reaction
| Nuclear reaction | Chemical reaction |
|---|---|
| Changes occur in the nucleus of the atom | Changes occur in the outer (valence) electrons |
| One element is changed into another (transmutation) | Atoms are only rearranged; the elements keep their identity |
| Huge amount of energy is released | Small amount of energy is released |
| Depends on the isotope, and mass number and atomic number are conserved | Same for all isotopes, and the atoms of each element are conserved |
| Example: \({}_{92}U^{238}\rightarrow{}_{90}Th^{234}+{}_{2}He^{4}\) | Example: \(2H_2+O_2\rightarrow2H_2O\) |
b. Natural and artificial radioactivity
| Natural radioactivity | Artificial radioactivity |
|---|---|
| Spontaneous disintegration of unstable nuclei found in nature | Stable nuclei are made radioactive by bombarding them with neutrons or other particles |
| Needs no external trigger | Needs human intervention (reactor or accelerator) |
| Shown by heavy elements like U-238, Th-232, Ra-226, C-14 | Shown by isotopes like Na-24, P-30, I-131, Co-60 |
| Example: \({}_{92}U^{238}\rightarrow{}_{90}Th^{234}+{}_{2}He^{4}\) | Example: \({}_{13}Al^{27}+{}_{0}n^{1}\rightarrow{}_{11}Na^{24}+{}_{2}He^{4}\) |
| Basis | Nuclear fission | Nuclear fusion |
|---|---|---|
| Definition | A heavy nucleus splits into two or more lighter nuclei | Two or more light nuclei fuse to form a heavier nucleus |
| Example | \({}_{92}U^{235}+{}_{0}n^{1}\rightarrow{}_{56}Ba^{139}+{}_{36}Kr^{94}+3\,{}_{0}n^{1}\) | \({}_{1}H^{2}+{}_{1}H^{3}\rightarrow{}_{2}He^{4}+{}_{0}n^{1}\) |
| Condition | Started by a slow neutron; does not need very high temperature | Needs extremely high temperature and pressure |
| Chain reaction | Proceeds as a chain reaction | Does not proceed as a chain reaction |
| Occurrence | Does not normally occur in nature | Occurs naturally in the sun and stars |
| Energy | Large energy released | Even greater energy (per unit mass) |
| Uses | Nuclear power plants, atomic bombs | Hydrogen bomb; research on fusion reactors |
| Waste | Hazardous radioactive waste | Little radioactive waste |
Figure: Schematic diagram of the neutron-induced fission of plutonium-239
Plutonium-239 absorbs a neutron and forms the unstable compound nucleus plutonium-240, which at once splits. For the products named in the question (Xe-140 and Sr-94) the mass number is conserved when 6 neutrons are released:
Mass number: \(239+1=240=140+94+6\times1\). Note: the atomic numbers on the right add up to \(54+38=92\), not 94, so the equation with exactly these two products does not balance in charge, and the question data is not fully consistent. A fully balanced fission of Pu-239 with xenon-140 uses zirconium-97 (Z = 40):
(check: \(A: 240=140+97+3\); \(Z: 94=54+40\)). The released neutrons can hit other Pu-239 nuclei and continue the chain reaction.
| Reactants | Products | |
|---|---|---|
| Mass number (A) | 12 + 12 = 24 | 20 + 4 = 24 |
| Atomic number (Z) | 6 + 6 = 12 | 10 + 2 = 12 |
Both mass number and atomic number are conserved, so the equation is balanced.
Cosmic rays striking the upper atmosphere produce neutrons. A neutron is captured by nitrogen-14 (78% of air), which emits a proton and becomes carbon-14:
\(A: 14+1=14+1\); \(Z: 7+0=6+1\). The \({}^{14}C\) is then oxidised to \(CO_2\) and absorbed by plants and animals.
Figure: Formation of carbon-14 and its entry into living things
Natural radioactivity is the spontaneous breakdown of an unstable atomic nucleus, with emission of radiation, without any external trigger. It occurs in elements of the earth’s crust like uranium-238, thorium-232, radium-226, polonium-210 and carbon-14.
Example:
Application: carbon dating of fossils (also uranium dating of rocks, smoke detectors and tracing groundwater movement).
Artificial (induced) radioactivity is the process in which a stable nucleus is made radioactive by bombarding it with neutrons or other high-energy particles. It is a man-made process.
Example: stable aluminium-27 bombarded with a neutron gives radioactive sodium-24, which decays by beta emission:
Application: cobalt-60 is used in radiotherapy to destroy cancer cells (iodine-131 is used for thyroid disorders and plutonium-239 as fuel in nuclear reactors).
Nuclear power is the energy generated by nuclear reactions, mainly nuclear fission, in which a heavy nucleus like uranium splits into smaller nuclei and releases a large amount of energy. It is used to generate electricity in nuclear power plants, with uranium-235 and plutonium-239 as the fuel, and is the second largest low carbon energy source in the world.
| Advantages | Disadvantages |
|---|---|
| Sustainable source and gives reliable power | A nuclear accident can cause long-term harm to people and the environment |
| Environment friendly, very little carbon is emitted | It produces hazardous nuclear waste with a long-term risk |
| A small amount of fuel gives a large amount of energy | Building and maintaining the plants is very costly |
Nuclear weapons are explosive devices that cause massive destruction as a result of a nuclear reaction, either nuclear fission or nuclear fusion (or both). Examples: the atomic bomb (fission based, e.g. ‘Little Boy’ dropped on Hiroshima and ‘Fat Man’ on Nagasaki in 1945) and the hydrogen bomb or thermonuclear bomb (fusion based).
| Type | Example | Principle |
|---|---|---|
| Fission based | Atomic bomb (‘Little Boy’, ‘Fat Man’) | Splitting of heavy nuclei, e.g. uranium-235, in an uncontrolled chain reaction |
| Fusion based | Hydrogen bomb (thermonuclear bomb) | Fusion of light nuclei like hydrogen isotopes, started by a fission explosion |
Radioisotopes are radioactive isotopes of an element: atoms with the same atomic number but unstable nuclei (different number of neutrons), which emit radiation. Examples are \({}^{131}I\), \({}^{60}Co\), \({}^{24}Na\) and \({}^{18}F\).
Medical uses: (1) diagnostic imaging (PET and SPECT scans, technetium-99m for bone, heart, liver and kidney); (2) cancer treatment by radiotherapy (I-131, Co-60, Bi-213); (3) brachytherapy, placing Ir-192 or Ra-223 near a tumour; (4) studying iron metabolism with Fe-59; (5) blood flow measurement with Na-24; (6) tracing proteins and nucleic acids in research with S-35 and P-32.
Controlled nuclear fission: the chain reaction is kept under control by absorbing the extra neutrons with control rods (boron or cadmium), so that only one neutron of each fission goes on to cause another fission. Energy is released slowly and steadily. It is used in nuclear reactors to produce electricity.
Uncontrolled nuclear fission: the neutrons are not absorbed, so each fission triggers two or three more and the number of fissions grows very quickly in a fraction of a second, releasing a huge amount of energy as an explosion. It is the principle of the atomic bomb.
Radioisotopes are used in nuclear medicine for diagnosis and for treatment.
| Use | Radioisotope and explanation |
|---|---|
| Diagnostic imaging | Tc-99m for bones, heart, liver and kidneys; positron emitters like F-18, O-15, N-13 for PET scans |
| Radiotherapy | I-131 for thyroid cancer; Co-60 and Bi-213 to kill or shrink tumours |
| Brachytherapy | Ir-192, Ra-223 placed inside or near the tumour (prostate, breast, cervical, skin cancer) |
| Metabolism studies | Fe-59 for iron metabolism in spleen, liver and bone marrow |
| Blood flow | Na-24 to find blood flow in anaemic patients |
| Biological research | S-35 and P-32 to label proteins and nucleic acids |
| Radioisotope | Uses |
|---|---|
| Cobalt-60 | Radiotherapy to destroy cancer cells with gamma rays; sterilising surgical gloves and syringes |
| Iodine-131 | Diagnosis and treatment of thyroid disorders, thyroid cancer and hyperthyroidism |
| Sodium-24 | Finding the amount of blood flow in patients (anaemia), blood circulation studies |
| Fluorine-18 | PET scans (positron emitter) to image organs and detect cancer |
| S.N. | Harmful effect |
|---|---|
| 1 | Cell and DNA damage |
| 2 | Increases the risk of cancer |
| 3 | Radiation burns and radiation sickness |
| 4 | Infertility or birth defects (genetic damage) |
| 5 | Weakens the immune system |
| 6 | Contaminates the environment (air, water, soil) |
Radiocarbon dating is the process of finding the age of once-living materials (wood, bones, fossils, shells) by measuring the carbon-14 left in them. The method was invented by Willard F. Libby in 1949, and he received the Nobel Prize in Chemistry in 1960.
Principle: Cosmic-ray neutrons convert atmospheric nitrogen into carbon-14, which is oxidised to \(CO_2\) and absorbed by plants and then animals. As long as the organism lives, its \({}^{14}C\) content is constant. After death the intake stops and \({}^{14}C\) decays (\({}^{14}_{6}C\rightarrow{}^{14}_{7}N+{}_{-1}e^{0}\)) with a half-life of 5730 years. The age is found from
where \(N_0\) is the original amount of \({}^{14}C\) and \(N\) is the amount now.
Figure: Formation of carbon-14 and its entry into living things
| Property | \(\alpha\) rays | \(\beta\) rays | \(\gamma\) rays |
|---|---|---|---|
| Nature | Particle | Particle | Electromagnetic radiation |
| Charge | +2 unit | -1 unit | 0 |
| Mass | 4 amu | about 1/1840 of H atom | 0 |
| Symbol | \({}_{2}He^{4}\) or \(\alpha\) | \({}_{-1}e^{0}\) or \(\beta\) | \(\gamma\) |
| Ionising power | Maximum | 100 times less than \(\alpha\) | Very low (\(10^4\) times less than \(\alpha\)) |
| Penetrating power | Least | Less | Very high |
| Velocity | 1/10 of the velocity of light | Nearly the velocity of light | Velocity of light |
| In electric field | Deflected towards the negative plate | Deflected towards the positive plate | Not deflected |
Long Answer Questions
Benefits
Medicine: diagnosis by PET and SPECT imaging (Tc-99m, F-18), treatment of cancer and thyroid disease (Co-60, I-131), brachytherapy (Ir-192), and study of iron metabolism and blood flow (Fe-59, Na-24).
Industry: non-destructive testing of welds and pipelines by radiography, thickness gauging of paper and metal sheets with beta rays, leak detection in underground pipes with tracers, sterilisation of food and medical equipment by cobalt-60 gamma rays, smoke detectors (Am-241), and power for space missions from RTGs using Pu-238 (Voyager spacecraft and Mars rovers).
Potential dangers
Ionising radiation damages cells and DNA and can cause cancer, radiation burns and sickness, infertility and birth defects, and it weakens the immune system. Radioactive waste can contaminate air, water and soil for a long time, and accidents or misuse of radioactive material can harm many people.
Making their use safer
Use proper shielding (lead, concrete) and keep the exposure time and dose as low as possible; handle radioisotopes only by trained people wearing badges to monitor the dose; use isotopes with short half-lives; follow strict government rules for licensing, storage, transport and use; store the waste safely in sealed containers; keep the public informed and educated; and prefer non-radioactive methods where they work as well.
Radiocarbon dating
The process of finding the age of once-living materials (wood, charcoal, bones, shells, fossils) by measuring the amount of carbon-14 remaining in them is called radiocarbon dating. It was developed by Willard Libby (Nobel Prize in Chemistry, 1960).
Principle
1. Formation: Cosmic rays produce neutrons in the upper atmosphere, and these neutrons bombard nitrogen-14 to form carbon-14.
2. Uptake: \({}^{14}C\) is oxidised to \({}^{14}CO_2\), absorbed by plants in photosynthesis, and passes to animals through food. So, in all living things, the ratio of \({}^{14}C\) to \({}^{12}C\) is constant.
Figure: Formation of carbon-14 and its entry into living things
3. Decay after death: When a plant or animal dies, intake of carbon stops. The \({}^{14}C\) present decays by beta emission, but \({}^{12}C\) is stable, so the \({}^{14}C\) fraction falls with time.
4. Age calculation: The half-life of \({}^{14}C\) is 5730 years, and the decay follows first-order kinetics, so
where \(N_0\) is the \({}^{14}C\) present when the organism was alive and \(N\) is the amount in the sample now. For example, if a sample has one-fourth of the original \({}^{14}C\), then \(t=\dfrac{5730}{0.301}\times\log 4=5730\times 2=11460\) years (two half-lives).
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5. Frequently Asked Questions
What is nuclear chemistry? (Nuclear chemistry notes)
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What is radioactivity and who discovered it?
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What are alpha, beta and gamma rays? Compare their properties.
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What is natural radioactivity? (Introduction to nuclear chemistry)
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What is nuclear fusion?
What is the difference between nuclear fission and fusion?
Why is nuclear fusion not widely used for energy production?
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What is nuclear power? What are its advantages and disadvantages?
What are nuclear weapons? Give examples.
What are radioisotopes and what are their medical uses?
What are the uses of Co-60, I-131, Na-24 and F-18?
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Where can I get Nuclear Chemistry Class 12 notes PDF for NEB? (Nuclear chemistry pdf)
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