The simplest form of isotopic age computation involves substituting three measurements into an equation of four variables, and solving for the fourth. The equation is the one which describes radioactive decay:. Solving the equation for "age," and incorporating the computation of the original quantity of parent isotope, we get:. Some assumptions have been made in the discussion of generic dating, for the sake of keeping the computation simple. Such assumptions will not always be accurate in the real world.
Isochron dating - Wikipedia
This book is a compilation of seven Creation Research Society Quarterly reprints published by the Creation Research Society , two reprints from the Proceedings of the International Conference on Creationism , and one reprint of an Institute for Creation Research Impact pamphlet. All of the papers were written by Woodmorappe and each address various topics relating to the young-earth creationist belief in a geologically-recent global deluge Noah's Flood. The book has no publisher's information page but it seems clear from the Forward , written by the well-known young-earth creationist Henry Morris, that it was published by the Institute for Creation Research in On the cover of the book, John Woodmorappe is credited with possessing an M. The Impact reprint in the book states that:. I found it odd that nowhere in the book was it indicated where Woodmorappe earned his degrees or his current professional affiliation Where does he teach science?
The following radioactive decay processes have proven particularly useful in radioactive dating for geologic processes:. Note that uranium and uranium give rise to two of the natural radioactive series , but rubidium and potassium do not give rise to series. They each stop with a single daughter product which is stable. Some of the decays which are useful for dating, with their half-lives and decay constants are:. The half-life is for the parent isotope and so includes both decays.
Radioactive decay has become one of the most useful methods for determining the age of formation of rocks. However, in the very principal of radiometric dating there are several vital assumptions that have to be made in order for the age to be considered valid. These assumptions include: 1 the initial amount of the daughter isotope is known, 2 neither parent or daughter product has migrated into, or out of, the closed rock system, and 3 decay has occurred at a constant rate over time. But what if one or some combination of these assumptions is incorrect? Then the computed age based on the accumulation of daughter products will be incorrect Stasson