Production of Nuclear Materials

Reactors built to produce weapons plutonium in Russia. |
Given the destruction that can be wrought with a few kilograms
of plutonium or a few times that amount of highly enriched
uranium, if made into a nuclear weapon, it is fortunate
that these materials are rather difficult to produce in
their weapon-usable forms. Indeed, lack of capacity to produce
them has long been considered to be the principal technical
barrier against the spread of nuclear-weapon capability
to additional nations and to subnational groups.[1] |
This has been regarded as the principal barrier not only
because the technologies for producing these materials are
demanding and costly (about which more in a moment), but
also because the steps needed to make a weapon once the
material is in hand are not as difficult as producing the
material is,[2] and because the plutonium and highly enriched uranium that
have been produced until now by those possessing the requisite
technologies have mostly been well guarded or have resided
in forms awkward to steal and difficult to use in weapons
(such as plutonium in spent reactor fuel[3]).
So how difficult is the production of these materials?
The subsequent subsections elaborate on this question.[4]
Producing HEU
The process of producing HEU begins with
acquiring natural uranium. This element is quite widespread
in the
Earth’s crust. It is mined today principally from sandstone
ores in which the uranium occurs at concentrations of
0.03%
to 0.2% by weight, but it is also found at concentrations
on the order of 10 times lower in rather widely distributed
shales, and at concentrations a few times lower still
in
even more widely occurring granites. Depending on the
characteristics of the particular geologic formation,
such uranium-bearing
rocks may be extracted from underground mines or from
open pits.[5]
Once the ore is in hand, the rock is crushed and exposed
to an acid bath which leaches the uranium into solution.
It is then extracted as an oxide, U3O8.
These steps by which uranium is extracted from its ore are
collectively called uranium milling, and the quite
voluminous, mildly radioactive, sand-like residues of the
process are referred to as uranium-mill tailings.
Uranium mining and milling at a scale adequate to support
a nuclear-weapon program—even a small one—entail rather
sizable operations, with distinctive observable characteristics.
For example, to obtain enough raw uranium to feed the enrichment
operation for a single "gun-type" nuclear weapon
(about which more below) would require the mining of more
than 13,000 metric tons of sandstone ore contain 0.1% U,
as well as the disposal of about 13,000 metric tons of uranium-mill
tailings.[6] This is not an operation likely to be manageable by terrorists.
Even when conducted by a nation it is the sort of thing
that would require some effort to successfully conceal.
The actual process of enriching the U-235 concentration
above its value of 0.7% in natural uranium is even more
demanding. Because different isotopes of uranium behave
almost identically chemically, most separation methods have
relied on physical rather than chemical means of separation,
based principally on the 1.3 percent difference in mass
between U-235 and U-238 atoms.
The main approaches to this task that have been used to
date involve first converting the natural uranium to uranium
hexafluoride gas (UF6), followed by physical
separation of the lighter U235F6 molecules
from the slightly heavier U238F6 molecules.
The best-known technologies for accomplishing this separation
are:
- gaseous diffusion plants, which exploit the difference
in the diffusion rates of the lighter and heavier molecules
through a "cascade" of thousands of porous barriers; or
- centrifuge plants, which use sets of hundreds
or thousands of sophisticated, ultra-high-speed, gas-centrifuge
machines to separate the molecules based on their differing
inertial masses.
Gaseous diffusion plants involve large, complex piping
arrangements, esoteric membranes (the characteristics of
which remain classified in all countries that have developed
them), and immense electric-power requirements for running
the compressors that force the uranium hexafluoride gas
through the membranes. Centrifuge plants have electric-power
requirements 20-30 times smaller than those of gaseous diffusion
plants, but the technology for the centrifuges is extremely
demanding and closely controlled.
Gaseous-diffusion plants are the size of factories, not
of laboratories, and this plus their large electric-power
requirements makes them difficult to conceal. Gas-centrifuge
plants can be somewhat smaller, and they need less electric
power; but they still need room for hundreds of centrifuges
so concealment poses some challenges. Neither technology
could be mastered by terrorists. Indeed, they are challenging
even for countries other than the major industrial
nations.
Countries operating gaseous diffusion or gas-centrifuge
enrichment plants for the support of commercial nuclear-power
operations include the United States, the United Kingdom,
France, Russia, China, Japan, Germany, and the Netherlands.
These commercial uranium-enrichment plants are being used
to enrich uranium only to the 3 to 5 percent U-235 level
suitable for use in commercial nuclear power reactors
of today’s dominant types. This material cannot sustain
a nuclear explosion and so cannot be the driver of a nuclear
weapon.
In terms of the "enrichment work" needed to separate
isotopes, however, it is half way or more toward the 90%+
enrichment levels desirable for nuclear weapons. (See Box
3: Uranium Enrichment: Inputs and Outputs.)
|
The magnitude of the task of uranium enrichment can be characterized in
three particularly informative ways: the amount of un-enriched or low-enriched
uranium input required to obtain the desired, more highly enriched output;
the amount of "separative work" required for the actual sorting
of the heavy and light nuclei that enrichment entails; and the amount of
electrical energy that a particular separation technology needs in order
to perform this work. (All of the main enrichment technologies require substantial
quantities of electricity.)
The amount of uranium feed required can be calculated from simple
"balance" equations that track the unchanging total quantities
of the U-235 and U-238 isotopes. The answer depends on the U-235 concentration
in the feed, the U-235 concentration desired in the enriched product, and
the concentration specified for U-235 in the depleted-uranium waste stream
(called the "tails"). A materials-balance calculation does not depend
on which technological process one chooses for doing the enrichment, except
to the degree that the final result needs to be adjusted for "losses" (such
as, e.g., material ending up coating the insides of pipes), which can vary
from one technology to the other.
Natural uranium contains 0.72% U-235 and 99.27% U-238. (The remainder is
0.006% U-234, which can be neglected for our purposes here.) Enrichment
levels for typical LEU power-reactor fuels are 3-5% U-235fuels are 3-5%
U-235, and the weapon-grade HEU preferred by bomb-makers is 93% U-235.
The amount of U-235 left in the "tails"
is a matter of choice, but is usually between 0.2 and 0.4 percent. If
natural uranium is cheap and enrichment work is expensive, one chooses
a relatively high U-235 concentration in the tails, which increases the
natural-uranium feed requirement but reduces the separative work. If natural
uranium is expensive and enrichment work is cheap, one chooses a lower U-235
concentration in the tails.
If we take the intermediate value of 0.3% for the amount of U-235 to be
left in the tails, the isotope-balance approach shows that an input of 226
kilograms of natural uranium (containing 0.7% U-235) is required to produce
an output of 1 kilogram of uranium enriched to weapon grade at 93% U-235,
neglecting losses in the enrichment plant. If we assume a gun-type bomb
design that requires 60 kilograms of this HEU, we see that the corresponding
input requirement is 60 kg HEU x 226 kg natural U per kg HEU = 13,560 kilograms
of natural uranium. (If the uranium comes from ore that contains 0.1% uranium
metal, the corresponding ore requirement is 13,560 metric tons.)
To produce an output of 1 kilogram of low-enriched uranium (LEU) at the
5% U-235 concentration typically used in a modern light-water power reactor,
by contrast, requires an input of only 11.5 kilograms of natural uranium.
A 1,000-megawatt nuclear reactor of this will require an input of about
20 metric tons of fuel of this enrichment per year, so the uranium input
to the enrichment plant supporting this reactor must be 20,000 kg LEU x
11.5 kg natural U per kg LEU = 230,000 kilograms of natural uranium, or
230 metric tons, and the corresponding mining requirement is 230,000 metric
tonnes of ore containing 0.1% uranium.
The quantitative measure of how difficult it is to separate isotopes of
different atomic masses is the separative work unit. A formula derivable
from the science of thermodynamics enables calculation of the number of
separative work units (abbreviated SWU) needed to produce a kilogram of
uranium enriched to any specified concentration of U-235, given the starting
concentration and the concentration desired in the tails.
Application of this formula reveals that producing 1 kilogram of HEU with
93% U-235, starting from 226 kilograms of natural uranium and leaving behind
225 kilograms of uranium tails containing 0.3% U-235, requires 200 SWU.
Thus the enrichment requirement for a gun-type weapon containing 60 kilograms
of this HEU would be 60 kg HEU x 200 SWU per kg of HEU = 12,000 SWU. Producing
1 kilogram of LEU with 5.0% U-235 starting from 11.5 kilograms of natural
uranium, leaving behind 10.5 kilograms of tails containing 0.3% U-235, requires
7.2 SWU. Thus the annual separative-work requirement to enrich the uranium
fuel for the 1,000-megawatt light-water reactor mentioned above is 20,000
kg of LEU x 7.2 SWU per kg of LEU = 144,000 SWU. One sees from this comparison
that the amount of enrichment capacity needed to support one large power-reactor
could, alternatively, perform the enrichment for something like a dozen
gun-type nuclear weapons per year.
The electric-power requirements for uranium-enrichment plants range from
100-150 kilowatt-hours per SWU in a centrifuge plans to 2,000-3,000 kilowatt-hours
per SWU in gaseous-diffusion plants to something like 4,000 kilowatt-hours
per SWU for the nozzle/aerodynamic technologies. Laser-enrichment technologies
are expected to be in the 100-200 kilowatt-hour per SWU range.
The electricity requirement for enriching, by means of gaseous diffusion,
the uranium for one gun-type bomb using 60 kilograms of 93%-U235 HEU would
therefore be in the range of 12,000 SWU x 2,500 kilowatt-hours per SWU =
30,000,000 kilowatt-hours. At typical US electricity costs of 7 cents per
kilowatt-hour, this is 2 million dollars’ worth of electricity. This
electricity requirement likewise means that a gaseous-diffusion complex
big enough to enrich the uranium for, say, a dozen of these gun-type HEU
bombs per year would require the full annual output of a 50-megawatt power
plant (which is a size adequate to meet the needs of a town of 50,000 people).
Using a gas-centrifuge plant at 125 kilowatt-hours per SWU, on the other
hand, would entail electricity requirements 20 times smaller, worth about
$100,000 per bomb, and needing only 2.5 megawatts of dedicated electrical-generating
capacity to make a dozen or so gun-type HEU bombs per year. |
In principle, any of the commercial enrichment plants could
be operated in a manner to do the remaining work needed
to bring this low-enriched reactor fuel up to weapon-usable
levels. Commercial enrichment facilities in countries other
than the "authorized" nuclear-weapon states[7] are subject to International Atomic Energy Agency safeguards
designed to detect such activity if it occurs. It is not
something likely to be accomplishable by terrorists or by
agents of a proliferation-inclined country by taking over
someone else’s enrichment plant for a few hours.
All five of the "authorized" nuclear-weapon states used
gaseous-diffusion and/or gas-centrifuge enrichment plants
to produce HEU for their weapons. (None of these countries
is producing HEU for weapons at this time.) In the past,
these countries produced uranium at a range of enrichments
above 20 percent not only for nuclear weapons but also for
use in nuclear reactors for propulsion of submarines, other
warships, and icebreakers; in research reactors; and in
experimental power reactors of a variety of kinds.
Smaller gaseous-diffusion and gas-centrifuge enrichment
plants were operated in the past by Argentina and Brazil
in connection with nuclear-weapon programs that have since
been abandoned, and such plants are operating today in the
"de facto" nuclear-weapon states India, Pakistan, and North
Korea. (North Korea appears to have obtained the centrifuge
technology from Pakistan.)
Other approaches to uranium enrichment besides gaseous
diffusion and centrifuges have been explored from time to
time but have their own drawbacks. Some have even larger
power requirements than those of gaseous diffusion; the
aerodynamic-nozzle technology used by South Africa,[8] and the electromagnetic separation technology developed
by the United States in World War II and subsequently tried
by Iraq in the nuclear-weapon program unveiled by the Gulf
War, both fall into this category. Others have very low
separation factors and thus need a huge number of stages
to reach high enrichment; chemically based processes that
have been pursued by France and Japan – and also by Iraq
– fall into this category.
Technologies exploiting the capability of precisely tuned
lasers to selectively excite uranium-235 atoms, allowing
their separation from the uranium-238 items by electromagnetic
or other means, appear to have the potential for low energy
requirements and high separation factors, and they have
been under investigation in a number of countries for decades.
They have not yet been developed as practical options, however,
and it remains unclear whether the worries of non-proliferation
analysts about laser enrichment – that it might finally
make possible the production of HEU with modest resources
and easy concealment – will ever be realized.
Producing plutonium
As noted above, any nuclear reactor that
contains U-238 in its fuel produces Pu-239 in the course
of operation,
as a result of the absorption of some of the fission
neutrons by this uranium isotope. Some of the Pu-239 that
is produced
is invariably fissioned itself in the course of the continuing
chain reaction, and some undergoes successive absorption
of further neutrons to become the heavier plutonium isotopes—Pu-240,
Pu-241, and Pu-242. Some of these also fission in the course
of continuing reactor operation.
The rate at which plutonium accumulates in a reactor’s
fuel depends on many factors, including the type and thermal
power output of reactor and the characteristics of its
fuel,
its coolant, and its moderator.
(See Box
4: Reactor Types and Terminology). The quantity
and isotopic composition of the accumulated plutonium depend
also on how the reactor is operated, particularly on how
much fission occurs in each kilogram of fuel up until
the time it is removed from the reactor, a parameter called
the irradiation or burnup of the fuel.
(See Box
5: Reactor Size and Performance).
|
Nuclear reactors fall mainly into three categories: power reactors,
which are designed and operated to produce electric power; production
reactors, whose purpose is to produce particular nuclides for
nuclear-explosive, industrial, or medical purposes; and research
reactors, which are used for studying nuclear physics and materials
science, and for teaching. Sometimes reactors are used in a dual-purpose
mode—e.g., generating power and producing nuclear-weapon material,
or research and medical-isotope production—and a few have been
designed from the outset for such dual-purpose use.
Nearly all of the reactors that have been built to date for electric
power generation, as well as most of those that have been built for
producing weapon material, rely primarily on the fissile uranium
isotope U-235 to sustain their fission chain reaction; and most of
them do so by exploiting the especially high fission probability
of U-235 when exposed to "slow" neutrons—those whose
speeds are not too much higher than those of neutrons in thermal
equilibrium with their surroundings. Such reactors are called slow-neutron
or "thermal" reactors.
Relying on slow neutrons, with their high probability of causing
a fission in any U-235 nucleus they encounter, allows maintaining
a chain reaction in fuel with a lower concentration of U-235 than
would be needed if one were trying to sustain the chain reaction
with fast neutrons. (A thermal reactor could similarly rely on a
low concentration of one of the other fissile nuclides, U-233 or
Pu-239, if desired, as these also have high fission probabilities
at low neutron energies.)
Use of fuel with a low concentration of its fissile nuclide(s) has
a number of advantages, including being able to operate at a lower
power density (watts per cubic centimeter in the reactor core), which
reduces the engineering challenges and increases the safety margin,
and including (in the case of fuel based on U-235) reduced enrichment
requirements—all as compared to fast-neutron reactors,
which must compensate for the lower fission probability at high neutron
energies by increasing the concentration of fissile nuclei and hence,
also, the power density.
Because fission neutrons are "born" with energies much
higher than the energy corresponding to the temperature of their
surroundings, a "thermal" reactor must arrange for the
neutrons to slow down to near-thermal velocities—where their
probability of causing a fission is high—before they are captured
in a non-fission reaction or escape from the reactor. This requires
the use of a moderator, a substance in the reactor core
that is efficient in slowing down neutrons without absorbing very
many of them. (Fast-neutron reactors, by contrast, are designed to
minimize presence of moderating materials in the core.)
The best moderator materials are very pure graphite (the purity
being required because graphite’s impurities would absorb too
many neutrons) and "heavy water", which is H2O
in which ordinary hydrogen has been replaced by the heavier hydrogen
isotope, deuterium. Ordinary water is a decent moderator, but not
as good as heavy water because the no-neutron isotope of hydrogen
that most ordinary water molecules contain is much more likely to
absorb a neutron than is deuterium, which already has one.
Graphite and heavy water are such good moderators, in fact, that
a suitably designed reactors using one or the other (or both) is
able to sustain a chain reaction using natural uranium, despite its
very low U-235 concentration of 0.7%. The CANDU (standing for Canadian
Deuterium Uranium) power reactor is an example; its development enabled
Canada, and a few other countries that bought them, to generate electricity
from nuclear energy without building a uranium-enrichment plant or
having to buy enriched fuel from someone else.
Because of the desirability of minimizing unproductive absorption
of neutrons when trying to make as much plutonium as possible, graphite-
and/or heavy-water moderated designs have generally been the reactors
of choice for producing plutonium for weapons in the countries that
have done so. Many of these reactors were designed to be continuously
refuelable, which means the reactor does not need to be shut down
in order to remove some of its fuel elements for extraction of their
plutonium.
As well as being characterized by its moderator (or lack of one),
a reactor type is characterized by its coolant. The function
of the coolant is to remove the nuclear generated heat from the core
so that the solid fuel and structure do not melt. In power reactors,
the coolant also serves to carry this energy to adjacent equipment
for converting it to electricity. Some graphite-moderated thermal
reactors are gas-cooled (usually using helium but sometimes, in the
past, carbon dioxide or air); others are cooled with heavy water
or ordinary water (which is called light water in this context).
In some reactor designs, heavy water or light water serves as both
moderator and coolant.
About 85 percent of the world’s power reactors are so-called light-water
reactors, in which ordinary water plays both roles. These
require uranium fuel enriched to 3 to 5 percent in U-235 or similar
concentrations of U-233 or Pu-239. They cannot use natural uranium,
so relying on them entails perpetuating uranium-enrichment capacity
in the civilian sector. Recycling the plutonium from their spent
fuel could reduce their raw uranium and enrichment requirements
by 25 or 30 percent. This does not pay at current prices for uranium,
enrichment, and fuel reprocessing / recycle; and the separation
of plutonium from spent fuel increases proliferation risks; but
a few countries are doing it anyway.
Fast-neutron reactors—usually (but somewhat confusingly) called
just "fast reactors"—cannot be cooled with water,
because its moderator properties would result in too much slowing
down of the neutrons. The attractions of fast reactors are the compactness
of their fission cores (which is valuable in some applications, but
not generally in electricity generation), the energy and intensity
of the neutron fluxes they generate (a useful property for certain
research and industrial applications), and the high rate at which
they can produce plutonium from U-238.
The possibility of producing more plutonium than does a thermal-neutron
reactor arises because fissions induced by fast neutrons release,
on the average, more neutrons per fission than fissions induced by
slow neutrons, and these extra neutrons are potentially available
for plutonium-producing absorption by U-238. Gas and liquid metals
are the main possibilities for cooling fast reactors. Liquid metals
have been the predominant choice so far, because of their greater
capability for heat removal.
The sodium-cooled Liquid Metal Fast Breeder Reactor (LMFBR)
is the fast-reactor type that has attracted the most interest, including
prototype and pilot-plant development in a number of countries; but
it has proven to be a very demanding technology whose principal potential
advantage—the capacity to conserve uranium by "breeding" U-238
into Pu-239 at rate sufficient to refuel itself with some left over—has
not paid off in a world where uranium continues to be very cheap
and reprocessing fuel to recover bred plutonium for recycling continues
to be very expensive.
If it is desired to minimize rather than to maximize the production
of plutonium—as might be sought in circumstances where the
potential for diversion of the plutonium for use in weapons is of
particular concern—it is necessary to avoid having very much
U-238 in the reactor. One reactor design that achieves this is the High-Temperature
Gas-Cooled Reactor (HTGR), a thermal reactor in which uranium
enriched to over 90% in U-235 serves as the fissile fuel. The
"fertile" nuclide in this case is thorium-232, which can
absorb a neutron in a way that induces its transformation into fissile
uranium-233.
How much this alternative really gains in the way of proliferation
resistance is controversial. Avoiding most of the plutonium comes
at the cost of needing to fuel the reactor with very highly enriched
uranium, which as noted elsewhere here is more readily usable in
nuclear bombs by relatively inexperienced weapon makers than plutonium
is. And the U-233 that is produced is likewise a nuclear explosive,
as also discussed elsewhere here, albeit generally accompanied by
sufficient amounts of a very strong gamma-ray emitter to make it
highly hazardous to work with. Like U-235, U-233 can be easily diluted
with U-238 to make it unusable in a nuclear weapon unless this process
is reversed by means of technically demanding and expensive re-enrichment. |
|
Reactors can be of different sizes as well as of different types,
and size is an important characteristic in determining the potential
production of nuclear-explosive materials of which a given reactor
is capable. The most relevant measure of size is the rated
thermal capacity, which is the rate of release of nuclear
energy in the reactor core for which the reactor has been designed
and at which it is authorized to operate.
The usual units for rated capacity are megawatts of thermal
energy flow. A megawatt is a million joules per second. An energy
flow of a megawatt sustained over a day adds up to 1 million
joules per second multiplied by the 86,400 seconds in a day,
equaling 86,400 megajoules or 86.4 gigajoules. This unit of energy
is called a megawatt-day (analogous to, but much larger
than, the more familiar unit of electrical energy called the
kilowatt-hour).
It can be calculated that the fission of one gram or uranium
or plutonium leads to the deposition in the reactor of about
82 billion joules of fission energy, which corresponds to about
0.95 of a megawatt-day. Rounding off this relation to one megawatt-day
of thermal energy release per gram of heavy nuclei fissioned
gives a rule of thumb that is often used for making estimates
of nuclear-fuel-consumption rates in reactors, based on their
rated capacity and the fraction of the time that they achieve
it.
The theoretical maximum amount of thermal energy that a reactor
can generate in a year is given by its rated capacity in megawatts
multiplied by the number of days in a year, hence 365 megawatt-days
of energy per year per megawatt of rated capacity. The actual
output of energy that a reactor achieves in a year, divided by
this theoretical maximum that it would have generated if it had
operated at 100 percent of its rated capacity for 100 percent
of the time, is called its capacity factor for the year.
This measure of fission energy extracted from fuel is called
the irradiation or burnup; its. units are megawatt-days
per kilogram of heavy metal (uranium or plutonium) loaded into
the reactor (MWd/kgHM). The burnup in today’s large commercial
electric-power reactors is typically between 30 and 50 MWd/kgHM,
but in reactors being operated to produce plutonium for weapons
the figure has been much lower, in the range from 0.1 to 1.0
MWd/kgHM.
Large light-water reactors built for electricity generation
have rated thermal capacities in the range of 3,000 megawatts
(corresponding, at 33-percent electrical generation efficiency,
to about 1,000 megawatts of electrical capacity). The smallest
plutonium-production reactors likely to be of interest would
be around 20 megawatts.
Using the rule of thumb of one gram of heavy nuclei fissioned
per megawatt-day of thermal output indicates that a large power
or production reactor rated at 3,000 thermal megawatts will fission
about 3 kilograms of heavy nuclei per full-power day of operation.
(Since the mass of the radioactive fission products is very nearly
the same as the mass of the nuclei whose fission produced them,
such a reactor generates about 3 kilograms per full-power day
of radioactive fission products.) At the other end of the size
range, a production reactor rated at 20 thermal megawatts will
fission about 20 grams of heavy nuclei per day of full-power
operation, yielding 20 grams of fission products. |
High burnup is desirable for electricity production because
it means more saleable energy from the fuel one has paid
for fabricating, as well as less "down time" for refueling
(in the case of reactor types that need to be shut down
and partly disassembled in order to remove their fuel).
But high burnup is undesirable for production of
weapon plutonium, both because it leads to greater accumulation
of the less-desirable even-numbered plutonium isotopes and
because higher burnup means the spent fuel contains larger
amounts of radioactive fission products in relation to the
plutonium quantities present, making it more dangerous and
difficult to separate out the plutonium.
The reactors that countries determined to produce plutonium
for weapons have built for this purpose have nearly all
been fueled with natural (un-enriched) uranium and moderated
by graphite or by heavy water; they have ranged in rated
thermal power output from 20 to more than 4,000 megawatts.[9] Many of these reactors were designed to be continuously
refuelable, meaning that irradiated fuel can be removed
from the reactor core and fresh fuel can be inserted while
the chain reaction is generating neutrons and power.
This feature enables such reactors to operate at the low
burnups needed to make weapon-grade plutonium without needing
to be shut down frequently to remove and replace the slightly
irradiated fuel.[10] Reactors that must be shut down and opened up for refueling—called "batch refuelable"—can lose considerable operating
time in this process. Thus they cannot make as much plutonium
in a year (and, in dual-purpose reactors, neither as much
plutonium nor as much electricity) as a continuously refuelable
reactor of the same rated thermal power.
Regardless of the details, when operated at the very low
burnup levels associated with production of weapon-grade
plutonium (see Box 4), all the graphite-moderated
and heavy-water-moderated production reactors deliver a
net rate of plutonium production in the range of 0.9-1.0
grams per megawatt-day of reactor operation. Thus, a very
small production reactor with rated thermal capacity of
25 megawatts (the size range of the North Korean graphite-moderated
production reactor at Yongbyon) can produce in a year, if
it achieves the equivalent of 250 full-power days of operation,
about 5.5 kilograms of weapon-grade plutonium – about one
bomb’s worth.[11] Clearly, a production reactor l00 times larger, typical
of those the United States operated at Hanford and Savannah
River, could produce 100 bombs’ worth of plutonium per year.
Building a plutonium-production reactor is a demanding
task even for a nation of some technical capability. A number
have achieved this, of course, but some of those who have
done so have made use of help from more advanced nations.
The problem of building a production reactor is not just
a matter of having the needed knowledge plus the trained
personnel and industrial equipment needed to translate the
knowledge into hardware. It is also a matter of being able
to acquire the unusual materials that are required: natural
uranium, which while widespread in ore is not easy to get
in the refined form needed for a reactor; and either heavy
water or extremely pure graphite, to serve as the moderator.
Producing any of these materials is itself a high-technology
operation, and sales are subject to restrictions and tracking.
The challenges of using a production reactor to acquire
weapon plutonium are even greater if those trying to do
so wish to conceal this activity. The process of building
the reactor is not so easy to hide, all the less if help
is being provided by another country. The reactor itself
can be put underground to hide it from satellites, but this
increases the cost and there still must be access points
and ventilation shafts whose construction or use might be
detected. Most problematic of all for concealment, it is
in the nature of a reactor that the 20 or 200 or 2,000 megawatts
of energy flow that it produces while operating must be
discharged to the environment as heat. (In a dual-purpose
reactor, some of the energy is converted to electricity
and transmitted elsewhere, but two thirds or more of the
energy still ends up in the reactor’s immediate environment
as heat.) Heat sources of this magnitude are extremely difficult
to hide from infrared sensors on satellites.
Of course, as noted earlier even reactors designed for
electricity production will automatically make significant
quantities of plutonium, as long as their fuel contains
substantial quantities of U-238. In a typical "light-water
reactor"—a batch-refuelable reactor type designed for
electricity generation—the net rate of plutonium production
if the reactor is operated at the high burnups optimum for
the electric-generating role is 0.22-0.27 grams of plutonium
per megawatt-day. This means that a 3,000 thermal-megawatt
light-water reactor that operates at full power for 330
days per year (hence a million megawatt-days per year) will
discharge 220-270 kilograms of plutonium per year in its
spent fuel[12]—enough plutonium to make something like 40 nuclear weapons.[13]
If such a reactor were operated instead, for purposes of
optimum production of weapon plutonium, at a burnup of 1
megawatt-day per kilogram of heavy metal in its fuel rather
than the 30-50 megawatt-day per kilogram levels characteristic
of commercial operation in reactors of this type (Box
4), the net plutonium production per megawatt-day would
rise to about 0.5 grams of plutonium per megawatt-day. But
in this mode the reactor would need to be shut down much
more frequently for refueling, which means its capacity
factor would fall substantially, perhaps to 60%, corresponding
to 220 days per year of full-power operation per year. Then
the output of plutonium would be 3,000 megawatts x 220 days
per year x 0.5 gram per megawatt-day = 330 kilograms per
year, and this plutonium would be of higher quality for
weapon purposes than in the higher burnup case.[14]
In order to use the plutonium produced in a nuclear reactor
in a nuclear weapon, it must be chemically separated from
the fission products produced along with it, and from the
residual U-238, by reprocessing the nuclear fuel. Reprocessing,
like uranium enrichment, is a technically demanding and
costly operation; and because of the intense gamma-radioactivity
of the fission products, and the health risks posed by
the
alpha-activity of plutonium if inhaled or otherwise taken
into the body, reprocessing is also much more hazardous
than enrichment from the standpoint of health and safety.
The approach to reprocessing that has been used virtually
universally for military and civilian purposes alike—called
the "Purex" process—was worked out in the
United States in the Manhattan Project of World War
II. It consists of
chopping up the radioactive spent fuel into pieces, dissolving
these in nitric acid, and then performing a set of solvent
extractions on the resulting solution to separate the plutonium,
the uranium, and the fission products into three output
streams. The uranium or plutonium may emerge finally as
nitrates or as oxides. Ultimately, for weapon use, the
plutonium
would be transformed into the metal.
The set of operations associated with reprocessing is made
greatly more difficult than it would otherwise be by the
intense radiation emanating from the fission products, much
of it in the form of highly penetrating gamma rays. Standard
practice is to allow the spent fuel to "cool" for a period
months to years before subjecting it to reprocessing, so
that some of the shorter-half-life radionuclides will have
decayed away.
Even after such cooling, the radiation hazards from spent
fuel to those trying to work with it remain high. The
dose rate at the surface of a spent fuel assembly from
a modern light-water reactor, at typical commercial burn-up
and after ten years' cooling
time, is around 20,000 rem per hour, and at distance of
a meter it is around 2,500 rem per hour. (Recall from Box
2 that a
whole body dose of 1,000 rem delivered in a period of less
than a week or so is certain to be fatal within weeks.)
At the far lower burnups associated with production reactors
operated to make weapon-grade plutonium, the dose rate and
any given time after discharge from the reactor is lower,
but impatience to get the plutonium out in order to get
on with making weapons from it tends to reduce the length
of time the fuel is allowed to cool. A fuel assembly from
a light-water reactor that had a experienced a burnup level
appropriate to weapon-plutonium production and then been
allowed to cool for just two years would deliver a dose
rate at its surface of nearly 40,000 rem per hour.
In all cases, then, extensive shielding and equipment for
remote handling of the materials are required in all stages
of reprocessing up to the point where the fission products
have been separated from the uranium and plutonium. The
equipment must be designed to avoid the possibi |