Nuclear Chemistry Exam Prep Notes
Radioisotope Stability
- Sample elements that are already active must be unstable.
- To study blocks, choose elements with long half-lives, like Uranium-238.
- Half-life information can be found in Table N.
Radioisotopes in Chemical Reactions
- Radioisotopes can trace the course of a chemical reaction.
- Radioisotopes emit energy, allowing the tracing of reaction mechanisms or processes.
- Each step of the chemical process can be followed using radioisotopes.
Bombarding and Artificial Transmutation
- "Bombarding" means hitting a nucleus with high-energy particles.
- Bombarding a nucleus with high-energy particles to change it from one element to another is called artificial transmutation.
- Natural transmutation: one reactant.
- Artificial transmutation: two or more reactants.
Fusion Reactions
- Fusion reactions are difficult to initiate because the charge of the nucleus is positive.
- Like charges repel each other, making it hard for two positive nuclei to come together.
- High temperature and high pressure are required for fusion, which naturally occurs in stars like the sun.
Artificial Transmutation
- A reaction where an element is smashed with an alpha particle to change it is artificial transmutation.
- Artificial transmutation typically starts with two or more reactants.
Balancing Nuclear Equations
- Example: Iodine-131 undergoes beta decay.
- To balance any nuclear reaction or equation, balance the mass and balance the charge.
Energy Release
- Fission releases the greatest amount of energy per gram.
Identifying Artificial Transmutation
- Artificial transmutation involves two or more reactants.
Charges of Particles
- Group two has all charges.
Mass-Energy Conversion
- Currently, we can convert mass to energy, but not energy to mass.
Penetrating Power
- Order of penetrating power (greatest to least): gamma, alpha particles
Half-Life Calculations
- Use a T-chart to solve half-life problems.
- Given: 6 mg of a sample is left after 7.36 seconds.
- Half-life: 1.84 seconds.
- Goal: Find the original mass.
- Start with time = 0.
- After one half-life (1.84 seconds).
- Continue until you reach 7.36 seconds.