realize this is an old thread, but I thought it worth reviving.
QUOTE(rbarclay @ Nov 25 2007, 03:24 PM)
14C dating is based on 2 of the following assumptions:
1. The amount of 14C in the atmosphere remains constant and does not change. This assumption is known to be wrong since we know from recorded history the government states that in 1750 there was 280 ppm (0.028%) CO2 in the atmosphere and there is now 377 ppm (0.0377%)
http://cdiac.esd.ornl.gov/pns/current_ghg.html. As can be seen there is major difference in the readings from 1750 to present. I say major because the NASA website claims that there is 0.01 – 0.1% CO2 in the atmosphere. So if there is 0.03% CO2 in nature that would mean there is 1 14C for every 1,000,000,000,000 12C that means even the slightest change of CO2 means a major change in 14C. It is also known that the earth’s magnetic field is losing it’s strength allowing more radiation into the atmosphere than in the past how much less in the past is any one’s guess. Another problem with environmental 14C is the type of environment, such as, an aqueduct surrounding. If a lake has limestone the limestone will dissolve into bicarbonate that contains no radiocarbon requiring a different assumption from the atmosphere. This is why living aquatic life forms display extremely old 14C dates. Volcano activity and other catastrophic events can affect the amount of CO2 in nature. The problem is no one knows what the amount of CO2 was in the atmosphere before they started measuring it.
This is not quite correct. 14C dating is based on the
ratio between 14C and ordinary carbon (12C) in atmospheric CO2. This means that the absolute amount of CO2 in the atmosphere is of minor consequence. Also, since the absolute amount of CO2 has a heavy impact on global climate, we can infer that, apart from short-term variations, the content has always stayed within certain limits, at least within the time-scale that is interesting for 14C dating.
As you mention correctly, 14C is created by radiation hitting the atmoshere. It is depleted partly by the half-life of 14C, partly (and mostly) by the carbon circuit in nature.
It is correct that the 14C/12C ratio has not been constant. This is the reason we use an adjusted scale for determining age. Originally, it was assumed constant, but this was later modified.
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I say major because the NASA website claims that there is 0.01 – 0.1% CO2 in the atmosphere. So if there is 0.03% CO2 in nature that would mean there is 1 14C for every 1,000,000,000,000 12C that means even the slightest change of CO2 means a major change in 14C.
I don't know what you mean by this. The relationship between CO2 and 14C is linear, since the 14C/12C
ratio is (roughly) the same.
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2. The amount of 14C in the specimen at death. This is an extremely difficult assumption to make. This is related to the first assumption in that a specimen’s 14C will depend on the 14C that was in nature. This involves whether the specimen was herbivore or carnivore, freshwater or saltwater, etc. There are contamination problems to contend with, this is the most often used excuse of evolutionists for younger than expected radiocarbon dates, because it is impossible to determine the extent of the contamination. Without knowing the exact amounts of 14C the specimen had at death
Incorrect. Again, what is measured is the
ratio between 14C and 12C. Since 14C is only a tiny fraction, we can assume that the carbon content is unchanged, but the part of this that is 14C will diminsh with time. Carbon enters the life cycle through plants absorbing CO2 from the atmosphere. There are virtually no life-forms that can metabolize carbon from other sources. Animal life eat plants, or other animals, thus receiving the carbon from plants.
There are indeed a number of error sources for 14C dating. You already mentioned contamination. Another is age at death, not just of the examined specimen, but also its precedessors in the food-chain. However, even the accumulated age of carbon in a long food-chain will rarely exceed a few years.
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The smallest error in the radiocarbon dating system causes exponential errors in the results.
Please explain why? AFAIK, most errors are linear. Contamination can, of course, render a sample entirely useless.
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A couple of decades ago technology introduced the Accelerator Mass Spectrometer (AMS) that is capable of measuring the 14C/12C ratio. The ability to read trace amounts of 14C theoretically means the extending measuring of radiocarbon dates to 90,000 years.
When used on fossils amazingly the fossils displayed 0.001% 14C where there should have not been any 14C found at all. Contamination was blamed, as usual, after identifying and correcting the problem the fossils still displayed considerable amounts of 14C found.
Perhaps this is the time to talk a little about measuring systems in general. Let us suppose you want to measure the noise generated by a machine. You take a noise meter and start the machine. Let's say you measure 65dB. Now you stop the machine and measure again. Amazingly, you now get 38dB. Is the method useless? No of course not, but there will be some background noise, even if the machine is stopped.
All measuring systems have a niose floor. With modern technology that is nearly always what limits the sentitivity of a measuring system: You can always add amplification, but getting rid of noise is more difficult. As you mention, in modern 14C measuring systems, the noise floor corresponds to about 90,000 years. That means that we cannot infer anything from measurements below that noise floor.
The noise is created by various things:
- Contamination; even the most rigorous procedures cannot keep contamination totally away.
- Background radiation; The ever-existing background radiation will show up as noise in the system, just as background noise registered on our acoustic measuring apparatus, above.
- Other sources of 14C; even deep in the ground, slight amounds of 14C are generated by various radiation sources.
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This presents a big problem for the millions of years claimed by evolutionists since there should not be one atom of 14C left.
Well, a slight correction: There will always be 14C left. That is the thing with half-life pnenomenons; there is always some left, at least till you are down to one atom, but since even a small sample contains trillions of atoms, that is not an issue.
The problem is that when we go below the noise floor of any measuring system, the results become useless. Just as the acoustic noise floor in my example above yields no information about the actual noise from the (stopped) machine, measurements at the noise floor gives us no real information about the 14C content of a sample.
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With the problems that radiocarbon dating faces it is perplexing to me that any one would trust any date given or for that matter even use the radiocarbon dating at all.
Radiocarbon dating is certainly not our most precise tool, and fortunately, we have others to supplement it.
Hans