The present invention generally relates to nuclear reactor kinetics, manipulation of the energy spectrum of neutrons in a reactor, and by extension, nuclear fuel types and fuel cycles, and more specifically to the precise control of nuclear criticality in order to burn plutonium or increase efficiency and maximize the use of nuclear fuel.
There exists an abundance of weapons plutonium, 239Pu, from nuclear disarmament activities throughout the world. It poses a problem if not properly protected due to the fact that terrorists can use it to make fearsome weapons. At the same time, the nuclear power industry fears using 239Pu in a critical reactor; 239Pu is a proliferant material superior for the use of weapons. It would be beneficial to have a method of burning such fuel so that it is intractable for use by terrorists.
Furthermore, fuel rods used in many present nuclear power plants, are removed from service with approximately one-third of their available fissile isotope remaining. At the end of a fuel rod's life, it may contain approximately 0.5% by weight of 239Pu, which, while it adds to the fuel's reactivity, is detrimental. When these used fuel rods are removed from service, they must be stored in some type of interim repository. It also would be beneficial to have a method of burning the 239Pu in the rods instead of storing these in an interim repository. In any case, only using two-thirds of the fuel in a rod is not a particularly efficient use of the material. It would be extremely beneficial to have a reactor installation to which the 239Pu from weapons disarmament and/or “spent” fuel rods could be sent in order to use the 239Pu fuel and be rendered much less attractive to persons desiring to make weapons of mass destruction.
The present invention provides a nuclear reactor that through control of its criticality, can burn 239Pu, thus making the bulk of the fuel less usable by terrorists. This is accomplished through pulsing the nuclear material with reactant neutrons from a fusion reaction.
It is helpful in the understanding of the present invention to review the state of the art regarding transmutation of reactor actinide elements. The following equation describes the basic neutronics of sub-critical systems:
k
eff
=n/(1+A+P+L), 10
where n is the average number of neutrons released by each fission, A is the ratio of neutron absorption to fission cross section in the active component of the fuel, P is the number of neutrons parasitically absorbed in the system per fission, L is the number of neutrons leaving the system through leakage per fission. The reactivity of the system, keff, is related to the system neutron multiplication, M, by the following equation:
M=1/(1−keff), 11
Critical (self-driven) static systems with keff=1 have infinite neutron multiplication.
If, for example, a transmutation apparatus operated with a fast neutron spectrum (a lead-based system, where keff=0.75) then the values for the parameters are: A=1.4; P=0.4; n<3. In other apparatus configurations, values of n substantially larger than 3 may be possible. In such a transmutation apparatus, a substantial number of fissions would be initiated by high-energy spallation neutrons, and these would be deeply sub-critical systems.
In the present invention, a reactor, whether commercial or for research, can be efficiently pulsed to burn 239Pu and/or produce power. As will be discussed, this is accomplished through periodic pulsing the reactor from a sub-critical state to a critical or supercritical state and then having it return to the sub-critical state after the pulse is over.
To achieve the objects of the invention and in accordance with the purpose of the present invention, as embodied and broadly described herein, apparatus for providing accurate control of a nuclear reactor containing fuel and designed to be subcritical in the static case comprising: a vessel, the vessel defining a shell, and an internal volume containing the fuel. A fusion target is located in the internal volume, the fusion target containing a reactive material. A pulsed source of a hydrogen isotope, directs a hydrogen isotope into, but stopping within the fusion target. Wherein each pulse of a hydrogen isotope produces a pulse of neutrons from the reactive material in the fusion target that scatter into and burn the fuel, and thereafter the reactor returns to the static case.
In a further aspect of the present invention, and in accordance with its principles and purposes, apparatus for providing accurate control of a nuclear reactor comprises a vessel, the vessel defining a shell, a window and an internal volume containing a fuel. A fusion target is located in the internal volume, the fusion target containing a reactive material. A pulsed source of a hydrogen isotope directs the hydrogen isotope through the window and into, but stopping within the fusion target. Wherein each pulse of a hydrogen isotope produces a pulse of neutrons from the reactive material in the fusion target that scatter into and burn the fuel, and thereafter the reactor returns to the static case.
In a still further aspect of the present invention, and in accordance with its principles and purposes, a method of providing accurate control of a nuclear reactor containing fuel and designed to be subcritical in the static case comprises the step of directing pulses of a hydrogen isotope through a window of a vessel containing fuel, and into a fusion target located in the vessel, the fusion target containing a reactive material, with the pulses of hydrogen isotope stopping within the fusion target; wherein each pulse of a hydrogen isotope produces a pulse of neutrons from the reactive material in the fusion target that scatter into and burn the fuel, and thereafter the reactor returns to the static case.
The accompanying drawings, which are incorporated in and forms a part of the specification, illustrate embodiments of the present invention and, together with the description, serve to explain the principles of the invention. In the drawings:
The present invention provides a nuclear reactor, for commercial, research, or military use that is normally sub-critical, but has the means for impingement of a hydrogen isotope beam upon a fusion target. The reactor of the present invention must be allowed to be sub-critical by design of its geometry (and the type of fuel) before and at a sufficient time after the hydrogen isotope beam is energized. Pulses of beam impinging on the fusion target, causes pulses of neutrons impinging on the reactor. For example, in one embodiment of the process of the current invention, pulses of neutrons are created by the fusion reaction, where the 3Htarget is gas in a container, is given by the following equation:
2Hbeam+3Htarget→n+4He 12
When the hydrogen isotope beam (in equation 12, 2Hbeam) is energized, neutrons produced by the fusion reaction, Equation 12, cause the reactor to become critical or supercritical, depending on the controllable nature of the beam pulse. It is necessary that the beam particle, 2Hbeam in this embodiment, stops in the region of the target gas particles, 3Htarget in this embodiment, because the probability for generating the fusion neutrons is greatest when this is true. The beam energy must be chosen in conjunction with the geometry of the fusion target container such that the beam stops in the fusion target and not in the container wall. In one embodiment of the present invention, a bombarding deuteron beam should enter the gas with at least 140 keV to cover the peak of fusion resonance, which is at or near 100 keV, because the deuteron beam loses energy in the tritium target. This peak in resonant range is taught by Jarmie, Brown and Hardekopf, Physical Review C, Vol. 29, p. 2042,
In another embodiment, the beam can be deuterium and the target gas can also be deuterium. In this case the beam should stop in the target, but should as well enter the target with greater kinetic energy than the previous embodiment, this being because (according to present knowledge) there is no broad, low-energy resonance resulting in neutrons of which to take advantage. This means that the design of the target and the overall reactor in this embodiment would have to compensate for the fewer neutrons produced by the reaction:
2Hbeam+2Htarget→n+3He 13
For the purposes of the present invention, the necessary physics require that neutrons produced in fusion reactions due to the action of the beam particles incident on the fusion target be capable of escaping the fusion target, and entering the fuel of the reactor. The reactor will go supercritical or critical until the fusion neutron influence dies out. For example, the fusion neutrons undergo nuclear reactions with the fuel, as by fission of the fuel (e.g. 239Pu). Or also by example, the neutrons may be thermalized by the usual workings of cooling, or may be absorbed by the buildup of fission and reactor products.
For the sub-critical, static case, beam off, cooling steady, keff<1.000, then:
k
eff
=n/(1+P+A+L) 14
and
M=1/(keff−1) 15
It is necessary to define a variable, kappa, as a function of time:
K(t)=n(t)/(1+P+A+L) 16
In the present invention, for example, an accelerator beam, which in one embodiment could be deuterons, is caused to stop within a fusion target, which could be a gas of tritium. The fusion reaction in the fusion target would produce neutrons isotropically, because the fusion reaction is isotropic. In this case, we can define:
K
(+)
total
=K
(+)
fusion
+k
eff 17
K(+)fusion>0, for beam-on conditions
K(−)fusion=0, for beam-off conditions.
During the period the beam is energized and incident on the fusion target, K(+)total can be equal to one or greater than one. The exact value of Ktotal is controlled by design of the target and the beam pulse. But when the beam is off, K(−)total, while it still may be greater than one for a short while, must necessarily return to the value designed as keff. The fusion reaction neutrons can burn 239Pu fuel preferentially, because the fusion neutrons are of higher energy than the normal fission neutrons. Criticality is transient going from K(+)total to K(−)total. K(−)total approaches keff at a rate determined ultimately by the absorption P, leakage L, fuel A, cooling, and multiplication of reactant neutrons.
In
One cannot discount other nuclear processes when a beam is incident on a target. Neutrons from processes other than the intended fusion reaction are inevitably created by other nuclear interactions, for example, by breakup of the deuterium atom into one proton and one neutron before it stops in the region of the tritium target. Additionally, if the deuterium beam were to be scattered so that it would be incident on a fissile material before it enters into the region of the tritium target, it itself could be responsible for fission. Finally, if the accelerated beam particle is of high enough energy, (for example 800 MeV) then spallation neutrons could result from interaction with spallation targets. For example, in a region where the fluence of neutrons is due to a beam-on process of spallation:
K
(+)(t)=K(+)spallation+keff 18
In this region, the flux is not isotropic. Rather, it depends on the details of the beam and the associated spallation. The spallation-neutron distribution could be thought of as a flux with its intensity distributed conically about the axis of the beam direction.
As a further example, if an embodiment included deuteron-induced fission, denoted using nuclear physics notation as (d,f), yields the following relationship:
K
(+)(t)=K(+)(d,f)+keff 19
The neutron products need not be released isotropically in this process. In the present invention it is necessary that:
K
(+)(t)total=K(+)fusion+K(+)spallaton+K(+)(d,f)+keff 20
fall to the level of keff after the beam pulse is terminated, and that Ktotal necessarily is smaller outside the region of influence of the beam for all times. Control of the criticality of the reactor is by the beam pulse, with the proviso that when the beam is off, the criticality returns to a value less than 1.000.
In the present invention, the value of keff<1.000 is the steady-sub-critical state of the reactor, where the dynamic component represented by K(t) includes the direct interactions caused by the fusion reaction. For example, consider a neutron born from a fusion process to be incident on the nucleus of 239Pu:
(neutron created from fusion)+239Pu→n neutrons+F.F.1+F.F.2 21
The number of neutrons, n, born of the fission reaction further multiply and spread (by scattering or diffusing) away from the point of first interaction. In the same reaction, fission fragments, F.F.1. and F.F.2, are born. Even though the n neutrons multiply as they scatter and diffuse, the reactor by design, with the fusion reaction stopped, will return to sub-criticality, keff<1.000.
Over the period of many accelerator pulses, it is clear that, on a time scale that is long compared to the time between the pulses, that P (the number of neutrons parasitically absorbed per fission) will increase. This is to be expected. There is a trade-off between P, and the power required by, in one embodiment, an accelerator to drive the sub-critical reactor. The closer the sub-critical reactor is to the critical point (being self-driven) the lower the requirements of the accelerator to produce neutrons.
A single case relevant to the present invention now will be discussed. Let a dynamic source of fusion neutrons be:
2Hbeam+3Htarget→4He+n, 22
where the kinetic energy of the fusion neutron, n, is 14 MeV. Let that neutron be incident on 239Pu with an energy of 6 MeV (the difference in energy being deposited by random scattering). There then exists some probability, proportional to the cross-section, that the 239Pu will fission, thereby destroying itself and releasing energy. There also is a probability that the 239Pu will permute by way of the reaction:
(neutron)+239Pu→(two neutrons)+238Pu. 23
238Pu has very different proliferation usefulness to terrorists than does 239Pu.
The intent of the present invention is to maintain a nuclear reactor near, but below keff=1.000, and to effect criticality by the introduction of high-energy neutrons into the reactor's fuel through the use of a fusion reaction. In one embodiment, this reaction can involve a pulsed beam of deuterons impinging a tritium gas target. The fuel and its immediate environment must be designed so that keff is slightly less than 1.000, but having the capability of being controlled when the dynamic value of keff≧1.000 due to an ion pulse inducing fusion reactions in the fuel.
Reference should now be made to
The fusion fuel 34a may be tritium in the case of pulses of a beam of hydrogen Isotope 32 being tritium. In other embodiments, fusion fuel 34a may be tritium, deuterium or 6Li with pulses of a beam of hydrogen isotope 32 being deuterium.
The foregoing description of the embodiments of the invention has been presented for purposes of illustration and description. It is not intended to be exhaustive or to limit the invention to the precise form disclosed, and obviously many modifications and variations are possible in light of the above teaching. The embodiments were chosen and described in order to best explain the principles of the invention and its practical application to thereby enable others skilled in the art to best utilize the invention in various embodiments and with various modifications as are suited to the particular use contemplated. It is intended that the scope of the invention be defined by the claims appended hereto.
This patent application is a continuation of U.S. patent application Ser. No. 10/464,441 entitled “Generating Short-Term Criticality in a Sub-Critical Reactor” by James R. Langenbrunner, filed on Jun. 19, 2003, the entire disclosure of which is hereby specifically incorporated by reference herein for all that it discloses and teaches.
The present invention was made with government support under Contract No. W-7405-ENG-36. The government has certain rights in the invention.
Number | Date | Country | |
---|---|---|---|
Parent | 10464441 | Jun 2003 | US |
Child | 11482327 | US |