Will Rogers, the American cowboy
of the late 1800s and humorist once
said, “Laws are like sausages; you don’t want to see them being made.” This
saying was first attributed to Otto von Bismarck, the celebrated German
statesman of the 19th century, who said, “There
are two things you don’t want to see being made—sausages and legislation.” In a
spinoff of this saying, actor Leo McGarry of “The West Wing” TV series stated: “There are two things in the world
you never want to let people see how you make 'em - laws and sausages.” Even
the food industry itself has copied the phrase: “There are two things you don’t want to watch
being made: sausages and laws.” In fact, the early science-fiction author and
associate editor of Fortune Magazine,
put it this way in the early 1900s: “Profits, like sausages, are esteemed most
by those who know least about what goes into them.”
Left to
Right: Will Rogers, Otto von Bismark, and Les McGarry
Obviously, the saying
has been around for some time, but I think a more accurate saying today is
“There are three things people know little about—how sausages, laws, and
radiocarbon dates are made.”
It is interesting that in the scientific world, the dating
of Carbon-14 is considered, without a doubt, the end all of knowing the dates
of once living and now dead things. It is based on the carbon cycle and how
much Carbon-14 remains in the item being dated, be it once living vegetation,
charcoal, wood, bone, soil, pottery, blood residue, textiles and fabrics or
animal remains. Even water can be radiocarbon dated—that is, age can also be determinated by obtaining
carbonate deposits such as calcite, dissolved carbon dioxide, and carbonates in
ocean, lake, and groundwater sources.
This radiocarbon
dating method was first developed by a team of scientists led by the late
Professor Willard F. Libby of the University of Chicago in immediate post-World
War II years, for which he received the Nobel Prize in Chemistry in 1960. It is
based upon a simple and accurate concept
of Carbon-14 oxidization.
To better understand
this, there are three principal isotopes of carbon, which occur naturally in
the atmosphere: C12, C13 (both stable) and C14 (unstable or radioactive).
These isotopes are present in the following amounts C12 - 98.89%, C13 - 1.11%
and C14 - 0.00000000010%.
Thus, one Carbon-14 atom exists in nature for every
1,000,000,000,000 Carbon-12 atoms in living material. The radiocarbon method is based
on the rate of decay of the radioactive or unstable carbon isotope 14 (C14),
which is formed in the upper atmosphere through the effect of cosmic ray
neutrons upon nitrogen 14.
It has been said that
"Seldom has a single discovery in chemistry had such an impact on the
thinking of so many fields of human endeavor. Seldom has a single discovery
generated such wide public interest." Unfortunately, it might also be said, “Seldom, if ever, has a single
discovery created so much misinformation in so many fields of human endeavor.”
Rasmus Nyerup (left), the Danish antiquarian, once said, “Everything
which has come down to us from heathendom is wrapped in a thick fog; it belongs
to a space of time we cannot measure. We know that it is older than
Christendom, but whether by a couple of years or a couple of centuries, or even
by more than a millennium, we can do no more than guess." Unfortunately,
while we are no longer guessing, we are coming up with the wrong answers! The
reason for this is simple—we have set the dating clock wrong! And not just
anyone, but the inventor himself set it wrong!
The problem arises not from the concept, or even the understanding of
it, since both are based on correct principles; however, the error exists because
of the simple interpretation of the data provided. To understand this,
it is important to know that Carbon-14 once formed rapidly oxidizes to
Carbo-14CO2, and enters the earth’s plant and animal life through
photosynthesis and the food chain.
The rapidity of the
dispersal (elimination) of Carbob-14 into the atmosphere has been demonstrated
by measurements of radioactive carbon produced from thermonuclear bomb testing.
Carbon-14 also enters the Earth's oceans in an atmospheric exchange and as
dissolved carbonate (the entire Carbon-14 inventory is termed the carbon
exchange reservoir). Plants and animals which utilize carbon in
biological food chains take up Carbon-14 during their lifetimes.
The important thing
is that this carbon-14 exists, both within the living thing and the atmosphere
in what is called equilibrium—the equal balance of Carbon-14 in both entities (the
living thing and the atmosphere), that is, the numbers of Carbon-14 atoms and
non-radioactive carbon atoms stays approximately the same in both over time as
long as the living thing is alive.
It is also important
to know that as soon as a plant or animal dies, they cease the metabolic
function of carbon uptake (intake); there is no replenishment of radioactive
carbon, only decay within the once
living thing. And this rate of decay can be measured! Libby and his associates Ernest Anderson and James Arnold, were the
first to measure this rate. At first they got it wrong, using the figure 5,568
years, which became known as the Libby half-life. Today, we now know this to be
5,730 years.
This means, that no
matter how much Carbon-14 a living thing had at death, exactly one-half of it
would be gone in 5,730 years after its death.
In this diagram we can see that each 5,730
year cycle, one-half of the existing Carbonb-14 oxidizes (is converted to
Carbon-12. All that is needed is to know is how much Carbon-14 existed in a living
thing at the time of death, then measure it against what is left at the time of
measurement, and the time elapsed can be determined
There are a few
assumptions that have to be made in order for this concept to be accurate,
however, the idea is based on a correct understanding of the decay rate of
Carbon-14.
The major obstacle to
this so-called “clock” to work is that the state of Carbon-14 in the atmosphere
must be understood, i.e., is that state in equilibrium (has the build-up of Carbon-14 in the atmosphere reached an equal amount or balance with its decay) or non-equilibrium (is Carbon-14 still building up in the atmosphere at a greater rate than its decay). And
to know that, it must be determined how old the Earth is to begin with—at least
in a plus or minus state of about 40,000 years. Stated differently, if the
Earth is over 40,000 years old, then the build up of carbon in the atmosphere
has reached a state of equilibrium, i.e., for every amount of build-up, there
is an equal amount of decay (dissipation): the Earth is in equilibrium. And since it
takes around 40,000 years for that equilibrium to be achieved, the “clock” is
set either to an equilibrium state or a non-equilibrium state. That is, if the
Earth is less than 40,000 years old, there is still build-up taking place in
the atmosphere.
Considerate like a
glass of water. It takes so much to fill the glass and once that is achieved,
you have equilibrium—any more water poured into the glass simple spills out
because the glass can hold no more. And once equilibrium is achieved, you know
that no more room is within the glass (or the living thing) to acquire or
absorb more or additional water (Carbon-14). In this way, then, a correct
determination can be made as to the age of the item being tested since no more
Carbon-14 can be absorbed into it.
The problem lies,
once again, with the point of equilibrium. Or stated different, how old is the
Earth to begin with?
Carbon-14 enters the atmosphere when cosmic
rays bombard the earth’s atmosphere, producing neutrons. These excited neutrons
then collide with nitrogen atoms in the atmosphere, changing them into
radioactive carbon-14 atoms, which in turn are absorbed by all living matter.
Once the living thing dies, the Carbon-14 dissolves at the rate of 5,730 years
per half life (half of the Carbon-14 decays in 5,730 years)
To point out the
importance of this, take a state where equilibrium exists. Once the living
thing dies, no more Carbon-14 is entering the atmosphere (it is in a state of
equilibrium) so no more can enter the animal or plant life that has died, so
the markers or decay rate of Carbon-14 can be accurate measured. However, and
this is a big “however,” if the Earth is not
in equilibrium, then when the living thing dies, additional Carbon-14 will
enter the dead animal or plant life as it continues to build up in the
atmosphere, thus, any measurement will show an incorrect figure or age.
It is like not
setting your clock ahead for Daylight Savings Time. Your clock will be one hour
behind. It will always give you the correct time—one hour behind—no matter when
you check the time. And it will always be wrong—one hour behind. It is not that
the clock does not work—it is that it is set to the wrong time and will always
be wrong!
So how did Libby’s
time clock get set to the wrong time?
(See the next post, “How
Old is Old? – Part II,” to see how and why Libby’s clock was set to read the
wrong time for radiocarbon dating and what impact that has on our understanding
the past and the age of the Earth, and more importantly, the effect this has on the dating of artifacts and ruins found in the Americas in determining at what calendar date they existed--the importance of which cannot be overstated since it is these dates that we come to understand when the Americas were first occupied and how and by whom)
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ReplyDeleteThis comment has been removed by the author.
ReplyDeleteThe counter that I have seen most often is that equilibrium has been reached, but that because of fluctuation in cosmic rays, there are natural (though minor) fluctuations in the amount of Carbon 14.
ReplyDelete(Original post deleted and typo corrected)
"if the Earth is not in equilibrium, then when the living thing dies, additional Carbon-14 will enter the dead animal or plant life"
ReplyDeleteThis does not make sense to me. The entire foundation of Carbon-14 date measurement is that once dead, no additional Carbon 14 enters the organism.
How does increasing atmospheric Carbon-14, cause an increase in Carbon-14 in non-living organic matter?
If you are claiming there is some kind of diffusion because of a differential between the atmosphere and organic remains, then Carbon-14 in organic remains would always receive an increasing influx of new Carbon-14 as the original Carbon-14 decayed.
This would totally invalidate any use of Carbon-14 as a dating method regardless of whether atmospheric Carbon-14 is in equilibrium.
(Original post deleted to more clearly note the quote)
This comment has been removed by the author.
ReplyDeleteI apologize for the mess of these posts.
ReplyDeleteThe first was a minor their/there error that I probably should have left.
The second had the original quote run into my comments which appeared confusing.
The final one was a duplicate of the second correction that I somehow double-posted.
No problem for the deletes. For whatever it is worth, I have found writing my comment first, then pasting it into the box here works best for me--that way any mistake can be corrected before actually posting it.
ReplyDeleteAs for your comment, you have hit on the problem with Carbon-14 dating. Let me explain this in a later response where I will have more room to explain it--but your point is well taken and exposes the entire issue many of us have with C-14 and Libby's "clock," which reads the wrong dates, and does so exponentially as one goes further back in time. That is why we have the early B.C. dates for some of the Nephite ruins covered in the previous several posts covering early Peruvian cultures.