Describe a model of the atom that features a small nucleus surrounded by electrons
How are electrons kept in orbit?
Electrons are kept in orbit around the nucleus as a result of the electrostatic attraction between the electrons and the nucleus.
Describe the Geiger-Marsden experiment
Outline one limitation of the simple model of the nuclear atom
Accelerating charges are known to lose energy. If the orbiting electrons were to lose energy they would spiral into the nucleus. The Rutherford model cannot explain how atoms are stable.
Outline evidence for the existence of atomic energy levels.
Define: nuclide
An atom characterised by its proton number and atomic number:
AZX
Define: isotope
Nuclei with the same atomic number but different mass number (due to a different number of neutrons)
Define: nucleon
A proton or a neutron making up a nucleus
Define: nucleon/mass number, A
The number of nucleons in a nucleus
Define: proton/atomic number, Z
The number of protons in a nucleus.
Define: neutron number, N
The number of neutrons in a nucleus
Describe the interactions in a nucleus
Describe the phenomenon of alpha decay.
Describe the phenomenon of beta decay.
Beta particles are electrons emitted from the nucleus. The electron is formed when a neutron decays. At the same time, another particle is emitted called an antineutrino.
Describe the phenomenon of gamma decay.
Gamma rays are unlike the other two radiations in that they are part of the electromagnetic spectrum. After their emission, the nucleus has less energy but its mass number and its atomic number have not changed. It is said to have changed from an excited state to a lower energy state.
Effect on photographic film of alpha, beta and gamma radiation
Alpha - yes
Beta - yes
Gamma - yes
Approximate number of ion pairs produced in air for alpha, beta and gamma radiation.
Alpha - 104 per mm travelled
Beta - 102 per mm travelled
Gamma - 1 per mm travelled
Typical material needed to absorb alpha, beta and gamma radiation.
Alpha - 10-2 mm aluminium; piece of paper
Beta - a few mm aluminium
Gamma - 10 cm lead
Penetration ability of alpha, beta and gamma radiation
Alpha - low
Beta - medium
Gamma - high
Typical path length in air of alpha, beta and gamma radiation
Alpha - a few cm
Beta - less than one m
Gamma - infinite
Speed of alpha, beta and gamma radiation
Alpha - about 107 m s-1
Beta - about 108 m s-1, very variable
Gamma - 3 X 108 m s-1
Outline the biological effects of ionising radiation.
At the molecular level, an ionisation could cause damage directly to a biologically important molecule such as DNA or RNA. This could cause it to cease functioning. Alternatively, an ionisation in the surrounding medium is enough to interfere with the complex chemical reactions called metabolic pathways taking place.
Molecular damage can result in a disruption to the functions that are taking place within the cells that make up the organism. As well as potentially causing the cell to die, this could just prevent cells from dividing and multiplying. On top of this, it could be the cause of the transformation of the cell into a malignant form.
As all body tissues are built up of cells, damage to these can result in damage to the body systems that have been affected. The non-functioning of these systems can result in death. If malignant cells continue to grow, then this is called cancer.
Explain why some nuclei are stable while others are unstable.
Describe the process of radioactive decay
Radioactive decay is a random process and is not affected by external conditions. For example, increasing the temperature of a sample of radioactive material does not affect the rate of decay. This means that there is no way of knowing whether or not a particular nucleus is going to decay within a certain period of time. All we know is the chances of a decay happening in that time.
Although the process is random, the large numbers of atoms involved allows us to make some accurate predictions. If we start with a given number of atoms, then we can expect a certain number to decay within the next minute. If there were more atoms in the sample, we would expect the number decaying to be larger. On average, the rate of decay of a sample is proportional to the number of atoms in the sample. This proportionality means that radioactive decay is an exponential process. The number of atoms of a certain element, N, decreases exponentially over time.