Essential idea: In the microscopic world energy is discrete.
Nature of science:
Accidental discovery: Radioactivity was discovered by accident when Becquerel developed photographic film that had accidentally been exposed to radiation from radioactive rocks. The marks on the photographic film seen by Becquerel probably would not lead to anything further for most people. What Becquerel did was to correlate the presence of the marks with the presence of the radioactive rocks and investigate the situation further. (1.4)
Understandings:
Discrete energy and discrete energy levels
Transitions between energy levels
Radioactive decay
Fundamental forces and their properties
Alpha particles, beta particles and gamma rays
Half-life
Absorption characteristics of decay particles
Isotopes
Background radiation
Applications and skills:
Describing the emission and absorption spectrum of common gases
Solving problems involving atomic spectra, including calculating the wavelength of photons emitted during atomic transitions
Completing decay equations for alpha and beta decay
Determining the half-life of a nuclide from a decay curve
Investigating half-life experimentally (or by simulation)
Guidance:
Students will be required to solve problems on radioactive decay involving only integral numbers of half-lives
Students will be expected to include the neutrino and antineutrino in beta decay equations
Data booklet reference:
International-mindedness:
The geopolitics of the past 60+ years have been greatly influenced by the existence of nuclear weapons
Theory of knowledge:
The role of luck/serendipity in successful scientific discovery is almost inevitably accompanied by a scientifically curious mind that will pursue the outcome of the “lucky” event. To what extent might scientific discoveries that have been described as being the result of luck actually be better described as being the result of reason or intuition?
Utilization:
Knowledge of radioactivity, radioactive substances and the radioactive decay law are crucial in modern nuclear medicine
How to deal with the radioactive output of nuclear decay is important in the debate over nuclear power stations (see Physics sub-topic 8.1)
Carbon dating is used in providing evidence for evolution (see Biology sub-topic 5.1)
Exponential functions (see Mathematical studies SL sub-topic 6.4; Mathematics HL sub-topic 2.4)
Aims:
Aim 8: the use of radioactive materials poses environmental dangers that must be addressed at all stages of research
Aim 9: the use of radioactive materials requires the development of safe experimental practices and methods for handling radioactive materials
Video Resources - Andy's Physics Stuff
Big Questions
Math models v. Physical Limitations
Final Class Discussion
You will be randomly assigned to one of the following groups:
Please answer the following:
How does your experiment/activity/setup demonstrate/illustrate the concept?
How does your experiment/activity/setup compare to the theoretical model?
How could a question/problem be created from this experiment/activity/setup?
What additional questions do you have about your experiment/activity/setup?
Support your answers with at least four of the following:
Diagram of setup
Qualitative or quantitative graph of potential data
Sketch of motion of particles/light
Energy changes that occur within the experiment/activity/setup.
Mathematical equation(s) to describe experiment/activity/setup.
Organizational chart of process - Parts of system, timeline, idea web, Venn diagram