Japan's nuclear accident was a great human tragedy, but its long-term health effects have been exaggerated—and the virtues of nuclear power remain.
By RICHARD MULLER
Denver has particularly high natural radioactivity. It
comes primarily from radioactive radon gas, emitted from tiny concentrations of
uranium found in local granite. If you live there, you get, on average, an
extra dose of .3 rem of radiation per year (on top of the .62 rem that the
average American absorbs annually from various sources). A rem is the unit of
measure used to gauge radiation damage to human tissue.
The International Commission on Radiological
Protection recommends evacuation of a locality whenever the excess radiation
dose exceeds .1 rem per year. But that's one-third of what I call the
"Denver dose." Applied strictly, the ICRP standard would seem to
require the immediate evacuation of Denver.
It is worth noting that, despite its high radiation
levels, Denver generally has a lower cancer rate than the rest of the United
States. Some scientists interpret this as evidence that low levels of radiation
induce cancer resistance; I think it is more likely that lifestyle differences
account for the disparity.
Now consider the most famous victim of the March 2011 tsunami in Japan: the Fukushima Daiichi nuclear power plant. Two workers at the reactor were killed by the tsunami, which is believed to have been 50 feet high at the site.
But over the following weeks and months, the fear grew
that the ultimate victims of this damaged nuke would number in the thousands or
tens of thousands. The "hot spots" in Japan that frightened many
people showed radiation at the level of .1 rem, a number quite small compared
with the average excess dose that people happily live with in Denver.
What explains the disparity? Why this enormous
difference in what is considered an acceptable level of exposure to radiation?
In hindsight, it is hard to resist the conclusion that
the policies enacted in the wake of the disaster in Japan—particularly the
long-term evacuation of large areas and the virtual termination of the Japanese
nuclear power industry—were expressions of panic. I would go further and
suggest that these well-intended measures did far more harm than good, not
least in limiting the prospects of a source of energy that is safe, abundant
and (as compared with its rivals) relatively benign for the environmental
health of our planet.
Nevertheless, even a small number of rem can trigger
an eventual cancer. A dose of 25 rem causes no radiation illness, but it gives
you a 1% chance of getting cancer—in addition to the 20% chance you already
have from "natural" causes. For larger doses, the danger is
proportional to the dose, so a 50-rem dose gives you a 2% chance of getting
cancer; 75 rem ups that to 3%. The cancer effects of these doses, from 25 to 75
rem, are well established by studies of the excess cancers caused by the atomic
bombs at Hiroshima and Nagasaki in 1945. (A recent study of butterflies near
Fukushima confirms the well-known fact that radiation leads to mutations in
insects and other simple life-forms. Research on those exposed to the atomic
bombs shows, however, no similar mutations in higher species such as humans.)
Here's another way to calculate the danger of
radiation: If 25 rem gives you a 1% chance of getting cancer, then a dose of
2,500 rem (25 rem times 100) implies that you will get cancer (a 100% chance).
We can call this a cancer dose. A dose that high would kill you from radiation
illness, but if spread out over 1,000 people, so that everyone received 2.5 rem
on average, the 2,500 rem would still induce just one extra cancer. That is,
even if shared, the total number of damaged cells would be the same. Rem
measures radiation damage, and if there is one cancer's worth of damage, it
doesn't matter how many people share that risk.
In short, if you want to know how many excess cancers
there will be, multiply the population by the average dose per person and then
divide by 2,500 (the cancer dose described above).
In Fukushima, the area exposed to the greatest
radiation—a swath of land some 10 miles wide and 35 miles long—had an estimated
first-year dose of more than 2 rem. Some locations recorded doses as high as 22
rem (total exposure before evacuation). Afterward, the levels of radiation
dropped quickly; the largest component came from iodine, and its level dropped
by 50% every eight days.
How many cancers will such a dose trigger? To
calculate an answer, assume that the entire population of that 2-rem-plus
region, about 22,000 people, received the highest dose: 22 rem. (This obviously
overestimates the danger.) The number of excess cancers expected is the dose
(22 rem) multiplied by the population (22,000), divided by 2,500. This equals
194 excess cancers.
Let's compare that to the number of normal cancers in
the same group. Even without the accident, the cancer rate is about 20% of the
population, or 4,400 cancers. Can the additional 194 be detected? Yes, because
many of them will be thyroid cancer, which is normally rare (but treatable).
Other kinds of cancer will probably not be observable, because of the natural
statistical variation of cancers.
Sadly, many of those 4,400 who die from
"normal" cancer will die believing that their illness was caused by
the nuclear reactor. That is human nature; we search for reasons behind our
tragedies. Of the roughly 100,000 survivors of the Hiroshima and Nagasaki
blasts, we can estimate that about 20,000 have died or will die from cancer.
But in only about 800 of these cases was the cancer caused by the bombs. We
know that by looking at similar cities. Hiroshima and Nagasaki have experienced
an increase in cancer among those exposed, but it is only a small increment of
the natural rate. Yet far more than the estimated 800 victims attribute their
cancers to the bomb.
What about the outlying regions of Fukushima? The next
radiation zone around the reactor had a population of about 40,000 and an
average dose of 1.5 rem. This yields a total dose of 60,000 total rem (40,000
times 1.5), making the number of expected extra cancers 24 (60,000 divided by
2,500).
These numbers are tragic, but they are smaller than
the impression that people got from much of the news coverage in the wake of
the disaster. Thanks to the early evacuation, the total number of deaths from
the radioactive release in the Fukushima region will almost certainly be less
than my figures above. A more reasonable estimate, using average exposures
rather than the maximum ones, is 100 extra cancer deaths. That is bad, to be
sure, but that number is minuscule compared with the 15,000 deaths caused by
the tsunami.
What about more distant regions? Even a tiny bit of
radiation averaged over a huge population could conceivably cause cancer. But
we are immersed in "natural" radioactivity from cosmic rays
(radiation coming from space) and from the earth (uranium, thorium and
naturally radioactive potassium in the ground). These natural levels are
typically 0.3 rem per year. We also are exposed to an additional 0.3 rem if we
include average medical exposures from X-rays and other medical treatments.
Some areas, like Denver, have even higher natural levels.
The most thoughtful high-number estimate of deaths
that will be caused by the Fukushima disaster comes from Richard Garwin, a
renowned nuclear expert. He has written that the best estimate for the number
of deaths is about 1,500—well above my estimate but still only 10% of the
immediate tsunami deaths.
Dr. Garwin uses the same numbers that I use, but he
extrapolates forward in time 70 years to the continuing damage that residual
radiation could cause, assuming that the radiation cannot be covered, cleaned
or washed away, and that the population of Fukushima doesn't change. Moreover,
he ignores the sort of argument that I have made about the Denver dose and
includes in the calculation the numbers of deaths expected from tiny doses,
assuming that even small exposures are proportionately dangerous. (This is an
assumption that has also been adopted by the U.S. National Academy of Sciences.)
I don't dispute Dr. Garwin's number, but I believe it
has to be understood in context. If you apply the same approach to Denver, you
have to take into account the fact that the Denver dose is delivered every
year. Over 70 years, it sums to 0.3 rem times 70, or 21 rem per person. If you
multiply that by 600,000 people (the current population of Denver) and divide
by the cancer dose of 2,500 rem, you get the expected cancer excess in Denver.
That figure is 5,000, over three times higher than Dr. Garwin's number for
Fukushima.
I am uncomfortable with these large numbers of
predicted deaths. They are based on a theory that assumes proportionality in
the way that radiation increases the likelihood of cancer—a theory that has
never been tested, will not be tested in the foreseeable future, and which is
known to fail for leukemia.
I can't be sure that the theory is wrong, but I
consider these relatively large numbers for Denver and Fukushima to be
misleading. Remember that Denver has a lower cancer rate than the rest of the
U.S., not a higher one. There is a strong argument for ignoring radiation
dangers below the level of the Denver dose. In doing so, we would be ignoring
risks that are unobservable and which we routinely ignore (and properly so) in
other circumstances.
Even though Dr. Garwin
predicts 1,500 eventual deaths from the nuclear accident in Japan, he says the
figure is small enough that the long-term evacuation of Fukushima itself would
probably cause more harm than good. Evacuation causes disruption to lives that
is hard to quantify but very real.
Some people believe that the
proportionality assumption about radiation should be made because it gives a
"conservative" estimate of possible risks. But beware of that
adjective. What is conservative depends on your agenda. Is a conservative
estimate one that likely overestimates deaths? If so, then it is likely to lead
to more disruption through evacuation and panic. Is that truly conservative?
Another way to overestimate
the deaths is to use a much higher value for the induced cancer risk than has
been determined by the best scientific studies. I think the most useful
estimate is the one I've given: From the radiation so far, perhaps 100 induced cancers.
Residents of Fukushima who are concerned that residual radiation will cause
additional risk can avoid that by leaving, but they need to recognize that any
additional cancers will be statistically unobservable, hidden well below those
of natural cancer and the other dangers of modern life.
The tsunami that hit Japan in
March 2011 was horrendous. Over 15,000 people were killed by the giant wave
itself. The economic consequences of the reactor destruction were massive. The
human consequences, in terms of death and evacuation, were also large. But the
radiation deaths will likely be a number so small, compared with the tsunami
deaths, that they should not be a central consideration in policy decisions.
The reactor at Fukushima
wasn't designed to withstand a 9.0 earthquake or a 50-foot tsunami. Surrounding
land was contaminated, and it will take years to recover. But it is remarkable
how small the nuclear damage is compared with that of the earthquake and
tsunami. The backup systems of the nuclear reactors in Japan (and in the U.S.)
should be bolstered to make sure this never happens again. We should always learn
from tragedy. But should the Fukushima accident be used as a reason for putting
an end to nuclear power?
Nothing can be made absolutely
safe. Must we design nuclear reactors to withstand everything imaginable? What
about an asteroid or comet impact? Or a nuclear war? No, of course not; the
damage from the asteroid or the war would far exceed the tiny added damage from
the radioactivity released by a damaged nuclear power plant.
It is remarkable that so much
attention has been given to the radioactive release from Fukushima, considering
that the direct death and destruction from the tsunami was enormously greater.
Perhaps the reason for the focus on the reactor meltdown is that it is a
solvable problem; in contrast, there is no plausible way to protect Japan from
50-foot tsunamis. Do we order a permanent evacuation of the coast to 20 miles
inland? Do we try to build a 50-foot-high sea wall all around the eastern
coast, including Tokyo Bay?
Looking back more than a year
after the event, it is clear that the Fukushima reactor complex, though nowhere
close to state-of-the-art, was adequately designed to contain radiation. New
reactors can be made even safer, of course, but the bottom line is that
Fukushima passed the test.
The great tragedy of the
Fukushima accident is that Japan shut down all its nuclear reactors. Even
though officials have now turned two back on, the hardships and economic
disruptions induced by this policy will be enormous and will dwarf any danger
from the reactors themselves.
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