Radioactivity simulations
- Detection
- Shielding
- Half-Life I
- Half-Life II
- Dating
Half-Life I
In radioactivity, the half-life is the time interval required for half of the atomic nuclei in a radioactive sample to decay. If the half-life passes again, half of the remaining mass will remain (1/2, 1/4, 1/8, 1/16, 1/32, …) The mass gets smaller and smaller, but there is always a little bit left.
Radioactivity dating
This simulation explains the concept of half-life, including the random nature of half-life, in terms of single particles and larger samples. It describes decay processes, including how elements change and emit energy and/or particles. Explains how radiometric dating works and why different elements are used for dating different objects. Also identifies that 1/2 life is the average time for a radioactive substance to decay.
Giants of science
“If I have seen further, it is by standing on the shoulders of giants”
Isaac Newton
Edme Mariotte
1620
–
1684
Edme Mariotte independently described the relationship between gas pressure and volume, known as Boyle-Mariotte’s law, contributing to the quantitative study of fluids
“Nature never acts in vain”
Amedeo Avogadro
1776
–
1856
Amedeo Avogadro stated his famous hypothesis: equal volumes of gases, under the same conditions, contain the same number of molecules. He grounded modern chemistry and molecular theory
“In science, patience and method always triumph over chance”
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