Radioactive dating uses the known physics of "half-life" as a way to attempt to tell the "age" of either:
While the fundamental concepts used for these two kinds of dating are the same, the actual radioactive methods are very different and are subject to different factors which might affect their accuracy.
Below are common myths. These are not things about radioactive dating which are argued by evolutionists vs. creationists. These are myths about the accepted science!
The following example is over-simplified, but demonstrates the basic principles of radioactive dating. For an example, we will say that we have the remains of a living creature. The remains were apparently buried at death (remains which stay in the air totally decompose!)
The atmosphere contains a small amount of CO2. That CO2 contains two forms of carbon. Most of it is C-12, but a small percentage (as little as one atom out of a trillion) is C-14, a radioactive form of carbon. In the atmosphere, C-14 is constantly being formed by the action of the sun's radiation on Nitrogen. But C-14 also decays back to Nitrogen. This results in a balance (actually a changing balance but more on that later!).
Living things constantly interchange CO2 with the environment either by eating plants (which animals do) or by using CO2 from the air (which plants do). Thus while alive, living things contain about the same proportions of C-14 and C-12 as the atmosphere.
When a living thing dies, it stops exchanging CO2 with the environment. The C-14 slowly decays back to Nitrogen. Therefore the ratio of C-14 to C-12 goes down over time.
As an example, we know that the Carbon in the atmosphere is
a certain percentage C-14.
The half-life of C-14 is 5730 years.
This means that over time the ratio of C-14 changes:
Notice that the amount C-12 does not change, only the
amount of C-14 (which decays into Nitrogen). The Nitrogen escapes
into the air and is not measured.
The following chart shows what happens if we start with
a sample with 1000 grams of carbon.
| Years | grams C-12 | grams C-14 |
| 0 | 1000 | 10-9 (one billionth) |
| 5730 | 1000 | .5 * 10-9 (a half billionth) |
| 11460 | 1000 | .25 * 10-9 |
Now to find out how old the remains of a living thing are, we just measure the proportion of the carbon which is C-14 and we know how long ago it died! Using calculus, we can actually derive the formula:
Notice that because so little of the total carbon is C-14 that either:
Recent advances in laboratory techniques and equipment have helped to allow C-14 dating to be used on smaller samples.
If we think about the above simple example, we can see that it relies on several assumptions. Using assumptions does not mean that our estimates are wrong! But we must be careful to check those assumptions against the real world to see if they seem to be correct. If one of the assumptions is incorrect, then the age estimate is incorrect!
The assumptions include:
If any of the assumptions is incorrect, then the radioactive dating process may yield dates which are off by millions of years. We noted earlier that dates are reported with a "+-" factor to indicate the limitations of the laboratory equipment used to measure amounts of radioactive elements. Such "+-" factors do not make any allowance for errors in the assumptions!
There are a few very important things to note about Carbon-14 dating:
We can try to verify the assumptions of carbon dating by using the method to date the remains of living things which died in historical times and places (i.e. we know when it died). Remember, in science, new data can never "prove" a theory right, it can only help us gain confidence in the theory. And, of course, the data can only prove that the theory is wrong!
Because C-14 is used for dating fairly recent dates, there is opportunity to verify dates using samples with known historical dates. There are known conflicts between historical dates and C-14 dates. This conflicts have led to discussions about the amount of C-14 in the atmosphere in times past. Furthermore, there are scientific debates about whether some living things selectively take in more or less C-14 than the ratio in the environment.
Rocks are dated using the same concept as carbon dating, but with different radioactive elements. Key facts about dating rocks are:
When we date rocks of Known Age When we date rocks of Unknown Age
| |
| |
V V
Radioisotope dating does not work Radioisotope dating assumed to work
As one scientist said, "...something is going on which is not yet fully understood by creationists or evolutionists."
Something interesting to study is the definition of when a rock is "new". Using C-14 dating, the event we are studying, the death of the living thing, is easily understood. With rocks, the zero time is more complicated. The zero time is generally defined as the time that the rock cooled from liquid and thus stopped exchanging various minerals and atoms with the rest of the environment. Scientists say that the when the rock cooled, it became a closed system. Note that this definition contains an assumption that the earth cooled from liquid rock!
Assuming that at creation (either divine Creation or when the earth cooled after the big bang) there was no C-14, C-14 would gradually build up as it is made by the action of cosmic rays on atmospheric nitrogen. At some point, the amount of C-14 which decays back to nitrogen would equal the amount being made. Initially, evolutionary scientists assumed that the earth had long ago reached equilibrium. However, measurements of samples of known historical dates have indicated that the earth has not reached equilibrium. This means that either the earth is younger than 30,000 years or that other factors have affected the amount of C-14.
Several modern phenomena have measurably disrupted the ratio of C-14 in the atmosphere. These include:
This raises many questions about what might have affected the C-14 to C-12 ratio in the past!
The science of dendrochronology, or studying tree-rings, has been used to try to confirm the C-14 ratio in the past. This is done by examining a certain ring of a tree. We assume that we understand tree rings well enough to know how many years ago that ring formed and then measure the C-14/C-12 ratio in that ring. This technique has been used to learn how the C-14/C-12 ratio has changed over time. However, there are questions about the validity of the technique because of known cases of tree rings not following the usual annual patterns due to extreme environmental factors such as drought or cold.