Unit 1: Thermal, Nuclear & Electrical Physics — Lesson Planner
Unit overview
Notional time: 56 hours (including assessment)
Students explore energy transfers and transformations pivotal to modern industrial societies — heating processes, nuclear reactions, and electricity.
Topic 1: Heating processes (15 hours)
Module 2 — Kinetic particle model and specific heat capacity
| Lesson |
Time |
Focus |
Subject matter |
| 2.1 |
30 min |
Theory |
Introduce the difference between heat and energy. Describe thermal energy, temperature, kinetic energy, heat and internal energy. |
| 2.2 |
60 min |
Practical |
Practical: Heating water on a hotplate. Investigate the proportional relationship between heat and temperature change. Graphing and analysing data. |
| 2.3 |
30 min |
Theory |
Describe the kinetic particle model of matter. |
| 2.4 |
60 min |
Theory |
Describe the kinetic particle model of matter. Describe microscopic, macroscopic, internal and thermal energy. Total energy of a system. |
| 2.5 |
30 min |
Theory |
Kinetic energy distribution and how heating affects kinetic energy and temperature. Explain that a change in temperature is due to the addition or removal of energy from a system (without phase change). |
| 2.6 |
30 min |
Theory |
Measuring temperature and temperature scales. Use \(T_K = T_C + 273\) to convert temperature measurements. |
| 2.7 |
30 min |
Practical |
Practical: Precision and accuracy of thermometers. Investigate the precision and accuracy of different temperature measuring devices by determining measurement uncertainty. |
| 2.8 |
60 min |
Theory |
Explain heat transfers in terms of conduction, convection and radiation. |
| 2.9 |
30 min |
Theory |
Describe the concept of specific heat capacity. Solve problems using \(Q = mc\Delta T\). |
| 2.10 |
60 min |
Practical |
Practical: Specific heat capacity of a metal — on a hotplate. Investigate specific heat capacity of a substance. |
| 2.11 |
30 min |
Theory |
Review: Kinetic particle model and specific heat capacity — multiple choice, short response and data analysis questions. |
Module 3 — Phase changes and energy conservation
| Lesson |
Time |
Focus |
Subject matter |
| 3.1 |
90 min |
Theory |
Explain why the temperature of a system remains the same during phase change (internal energy and kinetic particle model). Describe specific latent heat. Solve problems using \(Q = mL\). |
| 3.2 |
30 min |
Theory |
Describe thermal equilibrium in terms of temperature and average kinetic energy. Recognise the zeroth law of thermodynamics. |
| 3.3 |
120 min |
Theory |
Solve problems involving specific heat capacity, specific latent heat and thermal equilibrium. |
| 3.4 |
60 min |
Practical |
Practical: Specific heat capacity of liquids — by calorimetry. Use digital measuring devices, correct SI units, significant figures and measurement uncertainty. |
| 3.5 |
60 min |
Practical |
Practical: Mixture of two liquids — calorimetry. Investigate percentage error by comparing theoretical and measured temperatures. |
| 3.6 |
30 min |
Theory |
Explain how a system with thermal energy has the capacity to do mechanical work. |
| 3.7 |
30 min |
Theory |
First law of thermodynamics: \(\Delta U = Q + W\). Energy transfers always result in some heat loss to the environment. |
| 3.8 |
30 min |
Theory |
Describe the concept of efficiency. Solve problems using \(\eta = \frac{\text{energy output}}{\text{energy input}} \times 100\%\). Science as a Human Endeavour — steam engines to internal combustion engines. |
Topic 2: Ionising radiation and nuclear reactions (15 hours)
Module 4 — Nuclear model and stability
| Lesson |
Time |
Focus |
Subject matter |
| 4.1 |
60 min |
Theory |
Describe the nuclear model of the atom. Describe nuclides using \({}^A_Z X\) nomenclature. |
| 4.2 |
60 min |
Theory |
Explain why protons in the nucleus repel each other. Describe the concept of the strong nuclear force. Explain nuclear stability in terms of strong nuclear force, electrostatic repulsion, and relative number of protons and neutrons. |
Module 5 — Radioactive decay and half-life
| Lesson |
Time |
Focus |
Subject matter |
| 5.1 |
60 min |
Theory |
Explain natural radioactive decay in terms of stability. Define alpha, beta positive, beta negative and gamma radiation. Describe penetrating ability, charge, mass and ionisation ability. |
| 5.2 |
60 min |
Theory |
Explain how an excess of protons, neutrons or mass can result in alpha, beta positive and beta negative decay. Solve problems involving balancing nuclear equations. |
| 5.3 |
60 min |
Theory |
Explain how a radionuclide will, through a series of spontaneous decays, become a stable nuclide. Define half-life. Solve radioactive decay problems involving whole numbers of half-lives. |
| 5.4 |
60 min |
Practical |
Practical: Modelling radioactive decay. Use simulations (e.g. PhET Alpha Decay / Beta Decay) to investigate decay processes. |
Module 6 — Nuclear energy and mass defect
| Lesson |
Time |
Focus |
Subject matter |
| 6.1 |
60 min |
Theory |
Describe fission and fusion reactions. Solve problems involving mass defect and binding energy using \(E = mc^2\). |
| 6.2 |
60 min |
Theory |
Interpret a binding energy per nucleon curve. Explain why different elements release energy in fission vs fusion. SHE — nuclear energy applications. |
| 6.3 |
30 min |
Theory |
Review: Ionising radiation and nuclear reactions. |
Topic 3: Electrical circuits (15 hours)
Module 7 — Current, potential difference and energy flow
| Lesson |
Time |
Focus |
Subject matter |
| 7.1 |
60 min |
Theory |
Define electric charge, conventional current and electron flow. Solve problems involving \(I = \frac{q}{t}\). |
| 7.2 |
60 min |
Theory |
Define electrical potential difference and EMF. Solve problems involving \(V = \frac{W}{q}\). |
| 7.3 |
60 min |
Theory |
Describe the concept of resistance. Solve problems using Ohm's law \(V = IR\). |
| 7.4 |
60 min |
Practical |
Practical: Ohmic and non-ohmic resistors. Compare characteristics experimentally. Interpret graphical representations of V vs I data to find resistance using the gradient. |
| 7.5 |
60 min |
Theory |
Describe the concept of electrical power. Solve problems using \(P = VI\) and \(P = I^2R\). |
Module 8 — Circuit analysis and design
| Lesson |
Time |
Focus |
Subject matter |
| 8.1 |
60 min |
Theory |
Describe series and parallel connections. Solve problems involving equivalent resistance in series and parallel circuits. |
| 8.2 |
60 min |
Practical |
Practical: Series and parallel circuits. Investigate voltage and current distribution. |
| 8.3 |
60 min |
Theory |
Solve problems involving circuit analysis — finding equivalent resistance, potential difference and current in series/parallel circuits. |
| 8.4 |
60 min |
Theory |
Describe power dissipation over resistors. Construct electrical circuit diagrams using standard symbols. Describe simple series, parallel and series/parallel circuits. |
| 8.5 |
60 min |
Practical |
Practical: Simple circuits for real-life purposes. Investigate simple circuits for specific applications. |
| 8.6 |
30 min |
Theory |
Review: Electrical circuits. |
Assessment (11 hours)
| Assessment |
Focus |
Details |
| Data test |
Unit 1 Topics 1 & 2 |
Supervised, 60 minutes, calculator and formula book permitted |
| Student experiment |
Unit 1 Topic 3 |
Individual experiment report, up to 2000 words |
| Research investigation |
Unit 2 subject matter |
Individual research report, up to 2000 words |
| Examination |
Units 1 & 2 |
Paper 1 (90 min) + Paper 2 (90 min) |