CHEM 1405 Concept Review: Nuclear Reactions
Back to Chemistry 1405 Concept Reviews
Common forms of Radioactive Decay
Alpha Decay: Radioactive decay that releases a high energy helium nucleus referred to as an “alpha particle.”
General formula for Alpha Decay: xyA⟶x−4y−2B+42α
Beta Decay: Radioactive decay that releases a high energy electron referred to as a “beta particle.”
General formula for Beta Decay: xyA⟶xy−2B+0−1β
Gamma Decay: Radioactive decay that often accompanies other radioactive decays which occurs as a result of an unstable high energy nucleus (sometimes referred to as a metastable nucleus) collapsing into a more stable state. The extra energy is released as an extraordinarily high energy photon called a “gamma ray”.
General formula for isolated Gamma Decay: xyA∗⟶xyA+00γ
Positron Emission: Radioactive decay that occurs as a result of a proton in the nucleus being converted into a neutron. The particle released is effectively a high energy positively charged electron called a “positron.”
General formula for Positron Emission: xyA⟶xy−1B+01e
Electron Capture: The nuclear reaction that occurs as a result of an electron from the cloud surrounding the nucleus falling into or “being captured” by the nucleus. A positively charged proton becomes “neutralized” by the negatively charged electron, effectively converting it into a neutron.
General formula for Electron Capture: xyA+0−1e(orbitalelectron)⟶xy−1B
Particles Found in Nuclear Reactions
Particle |
Symbol |
|
Particle |
Symbol |
Neutron |
|
Alpha particle |
||
Proton |
|
Beta Particle |
||
Electron |
|
Positron |
Nuclear transmutations: Forced nuclear reactions achieved by bombarding (striking) a nucleus with a neutron or another nucleus. These reactions are also sometimes referred to as “bombardment reactions.”
Condensed Notation for Bombardment Reactons
As a nuclear reaction equation, the above would be expressed as follows:
147N+42He⟶178O+11H
Measuring Radiation
Curies (Ci): a unit of activity, equal to the number of disintegrations per second that occur in 1 gram of radium
Becquerel (Bq): the SI unit for radiation activity which is equal to 1 disintegration per second.
Rad: a unit that measures the amount of radiation absorbed by a gram of material such as body tissue
Gray (Gy): the SI unit for absorbed dose, which is defined as the joules of energy absorbed by 1 kg of tissue.
Radiation Equivalent in Humans (rem): measures the biological effects of different kinds of radiation.
Half-Life of a Radioisotope
Half-life: the time necessary for one half of a radioactive sample to decay.
Example: The half-life of iodine-131 is 8 days, and you start with 10 grams. After 8 days, only 5 grams of the sample will still be iodine-131. The rest will have decayed into other particles and/or elements.
Decay Curve: A diagram which shows the decay of an isotope for each half-life. An example is below:
Decay Curve for Bismuth (Half-life = 5 days)
Mass-Energy Conversion
When nuclear reactions occur, a small amount of mass is destroyed and converted into energy. Albert Einstein discovered that the relationship between the mass destroyed and the energy produced is as follows:
E=Δmc2
Where “E” is the energy released, “m” is the mass destroyed or “mass defect”, and c is the speed of light.
Fission vs. Fusion
Nuclear Fission |
Nuclear Fusion |
A heavy nucleus breaks up to form two or more smaller nuclei. |
Two light nuclei combine to form a heavier nucleus. |
It involves a chain reaction. |
Chain reaction is not involved. |
The heavy nucleus is bombarded with neutrons. |
Light nuclei are heated to extremely high temperatures. |
We have proper mechanisms to control fission reaction for generating electricity. |
Proper mechanisms to control and sustain fusion reaction are still being developed. |
Disposal of nuclear waste is a major environmental problem. (Long-lived radioactive isotopes) |
No real radioactive waste to dispose of. No environmental issues. |
Produces tremendous amounts of energy. |
Produces tremendous amounts of energy. |