How is the age of earth determined?
A) Radiometric dating of the "oldest" known zircon crystals from the Jack Hills of Western Australia. More specifically measuring the decay of uranium trapped in the mineral zircon. At the time of formation of the zircon crystal, Zirconium can be replaced by Uranium atoms because the ions of both elements have the same charge (+4) and roughly the same size. The radioactive uranium locked up in the zircon decays to lead at a fixed rate. By measuring the relative abundance of those two elements in the zircon today, one can determine how long ago it formed.
Problems with the method:
1) When zircon is heated during burial, some of the lead that had accumulated from radioactive decay can diffuse out of the crystal. The loss of that lead changes the ratio of lead to uranium, and so the new ratio, if measured, would give a spurious age.
2) Distinguishing isotope ratios as a result of zircon overgrowth and from the core (originally formed).
Assumptions:
1) Above mentioned problems are solved.
2) Radiometric decay is constant.
3) Ratio between mother and daughter isotopes a true reflection of the Zircon at the time of its creation.
B ) Radiometric dating of meteorites
Assumptions:
1) Radiometric decay is constant.
2) Ratio between mother and daughter isotopes a true reflection of the Zircon at the time of its creation.
3) Method is accurate.
Both methods employ radiometric dating and the most important assumption is that radiometric decay is constant regardless of the conditions the element resides in.
Textbooks will say that there is nothing you can do speed up radioactive decay.
Claus Rolfs from the Ruhr University of Bochum believes otherwise. A series of experiments where conducted (data yet to be published) whereby samples of metals with known radioactive decay time where implanted inside metals Paladium and Vanadium and cooled to just above absolute zero. What he found was quite interesting.
Eg: Sodium-22, which undergoes beta-plus decay with a normal half-life of 2.6 years, had a 1.2% increase in half-life.
Radioactive gold-198, which undergoes beta-plus decay with a normal half-life of 2.7 days had an increase in 5hours (predicted derease to be 1.2 hours).
Various other metals showed an increase in decay rate. According t the model, Radium-226 half-life time can be cut by a factor of 1000.
All this is good news for radioactive waste disposal, but will reopen the debate of the age of the universe. Interesting research and i do hope some data will be published soon.
http://www.newscientist.com/channel/fundam...tive-decay.html