Preparation of Pure Plutonium Metal Standards for Nondestructive Assay

Similar documents
The Concentration of 236 Pu Daughters in Plutonium for Application to MOX Production from Plutonium from Dismantled US Nuclear Weapons

M. S. Krick D. G. Langner J. E. Stewart.

The Radiological Hazard of Plutonium Isotopes and Specific Plutonium Mixtures


Characterization of a Portable Neutron Coincidence Counter Angela Thornton and W. Charlton Texas A&M University College Station, TX

Los Alamos. QSTI Author(s): OCT ENERGY DEPENDENT BIAS IN PLUTONIUM VERIFICATION MEASUREMENTS USING THERMAL

High Precision Nondestructive Assay to Complement DA. H.O. Menlove, M.T. Swinhoe, and J.B. Marlow Los Alamos National Laboratory

BWXT Y-12 Y-12. A BWXT/Bechtel Enterprise SMALL, PORTABLE, LIGHTWEIGHT DT NEUTRON GENERATOR FOR USE WITH NMIS

Modeling Laser and e-beam Generated Plasma-Plume Experiments Using LASNEX

Development of a High Intensity EBIT for Basic and Applied Science

RESEARCH OPPORTUNITIES AT THE CNS (Y-12 AND PANTEX) NUCLEAR DETECTION AND SENSOR TESTING CENTERS (NDSTC)

Plutonium 239 Equivalency Calculations

AN ALTERNATIVE PERSPECTIVE ON THE WEIGHTED POINT MODEL FOR PASSIVE NEUTRON MULTIPLICITY COUNTING

The Graphite Isotope Ratio Method (GIRM): A Plutonium Production Verification Tool

A Two-Dimensional Point-Kernel Model for Dose Calculations in a Glovebox Array. D. E. Kornreich and D. E. Dooley

Neutron Multiplicity Counting for Future Verification Missions: Bias When the Sample Configuration Remains Unknown

Magnetic Measurements of the Elliptical Multipole Wiggler Prototype

CQNl_" RESPONSE TO 100% INTERNAL QUANTUM EFFICIENCY SILICON PHOTODIODES TO LOW ENERGY ELECTRONS AND IONS

ION EXCHANGE SEPARATION OF PLUTONIUM AND GALLIUM (1) Resource and Inventory Requirements, (2) Waste, Emissions, and Effluent, and (3) Facility Size

ORNL/TM-2002/118 Plutonium Production Using Natural Uranium From the Front-End of the Nuclear Fuel Cycle

A Few-Group Delayed Neutron Model Based on a Consistent Set of Decay Constants. Joann M. Campbell Gregory D. Spriggs

: Y/LB-16,056 OAK RIDGE Y-12 PLANT

ASTER. Dose Rate Visualization of Radioisotope Thermoelectric. Generators. RECElVED BEC OF THIS DOCUMEMT IS UNLlMIi L, Hanford Company

Application of Spectral Summing to Suspect Low Level Debris Drums at Los Alamos National Laboratory

August 3,1999. Stiffness and Strength Properties for Basic Sandwich Material Core Types UCRL-JC B. Kim, R.M. Christensen.

MCNP6 simulation validation of fast neutron coincidence detection system for nuclear security and safeguards applications

Evaluation of Nondestructive Assay Characterization Methods for Pipe- Over-Pack Containers

Fission-Fusion Neutron Source

c*7 U336! On Satellite Constellation Selection LA MS ^«fc ^Xiyy PLEASE RETURN TO:

Transportable Calorimeter Measurements of Highly Enriched Uranium

m w n? r i OF,THISDOCUMENT IS UNLIMITED

Los Alamos. OF nm LA-"'- Title: HYBRID KED/XRF MEASUREMENT OF MINOR ACTINIDES IN REPROCESSING PLANTS. S. T. Hsue and M. L.

Abstract of paper proposed for the American Nuclear Society 1997 Winter Meeting Albuquerque, New Mexico November 16-20, 1997

Plasma Response Control Using Advanced Feedback Techniques

Simulation of Double-Null Divertor Plasmas with the UEDGE Code

HEAT TRANSFER AND THERMAL STRESS ANALYSES OF A GLASS BEAM DUMP

Use of Gamma Rays from the Decay of 13.8-sec "Be to Calibrate a Germanium Gamma Ray Detector for Measurements up to 8 MeV

Alex Dombos Michigan State University Nuclear and Particle Physics

J. T. Mihalczo. P. 0. Box 2008

The Use of Self-Induced XRF to Quantify the Pu Content in PWR Spent Nuclear Fuel

A TER. Observation of Xe with the PNNL ARSA System PNNL UC-7 13

OAK RIDGE NATIONAL LABORATORY

ASTER CONF-~W OSTI MAY DISTRIBUTION OF THIS

12/16/95-3/15/96 PERIOD MULTI-PARAMETER ON-LINE COAL BULK ANALYSIS. 2, 1. Thermal Neutron Flux in Coal: New Coal Container Geometry

Analysis of Shane Telescope Aberration and After Collimation

&OAE- 9b I 0 IS& - - I Determination of Plutonium in Urine: Evaluation of Electrothermal Vaporization Inductively Coupled Plasma Mass Spectroscopy.

Data Comparisons Y-12 West Tower Data

Modified Kriging: Evaluation, Modification, Recommendations

Preparation of High Purity Plutonium Oxide for Radiochemistry Instrument Calibration Standards and Working Standards

Safety Considerations for Laser Power on Metals in Contact with High Explosives-Experimental and Calculational Results

Simulation of Rate-Related (Dead-Time) Losses In Passive Neutron Multiplicity Counting Systems

SPHERICAL COMPRESSION OF A MAGNETIC FIELD. C. M. Fowler DISCLAIMER

Active Mode Calibration of the Combined Thermal Epithermal Neutron (CTEN) System

IMAGING OF HETEROGENEOUS MATERIALS BY. P. Staples, T. H. Prettyman, and J. Lestone

Parametric Instabilities in Laser/Matter Interaction: From Noise Levels to Relativistic Regimes

GA A26686 FAST ION EFFECTS DURING TEST BLANKET MODULE SIMULATION EXPERIMENTS IN DIII-D

Evaluation of the Total-Evaporation Method for Mass Spectrometric Analysis of Uranium and Plutonium Safeguards Samples: Report of Phase I

Further Investigation of Spectral Temperature Feedbacks. Drew E. Kornreich TSA-7, M S F609

GA A22689 SLOW LINER FUSION

Los Alamos IMPROVED INTRA-SPECIES COLLISION MODELS FOR PIC SIMULATIONS. Michael E. Jones, XPA Don S. Lemons, XPA & Bethel College Dan Winske, XPA

Applications of Pulse Shape Analysis to HPGe Gamma-Ray Detectors

A Germanium Detector with Optimized Compton Veto for High Sensitivity at Low Energy

Destruction of 2,4,6=Trinitrotoluene using Ammonium Peroxydisulfate

Ray M. Stringfield Robert J. Kares J. R. Thomas, Jr.

LLNL DATA COLLECTION DURING NOAAETL COPE EXPERIMENT

~ _- IDOCLRXKT DMSP SATELLITE DETECTIONS OF GAMMA-RAY BURSTS. J. Terrell, NIS-2 P. Lee, NIS-2 R W.

OF A HELIUM-COOLED MODULE

The Use of Curium Neutrons to Verify Plutonium in Spent Fuel and Reprocessing Waste

Evaluation of radiation dose rates due to calibration and interrogation neutron sources while using the AWCC in horizontal configuration

DISCLAIMER. and opinions of authors expressed herein do not necessarily state or reflect those of the United States Government or any agency thereof.

Reactors and Fuels. Allen G. Croff Oak Ridge National Laboratory (ret.) NNSA/DOE Nevada Support Facility 232 Energy Way Las Vegas, NV

Measurement of Low Levels of Alpha in 99M0Product Solutions

Hyperon Particle Physics at JHF. R. E. Mischke

AC dipole based optics measurement and correction at RHIC

Neutron Detector Gamma Insensitivity Criteria

in the pinch. This paper describes the computer modeling behind the shielding design of a

0STI. E. Hammerberg, XNH MD SIMULATIONS OF DUSTY PLASMA CRYSTAL FORMATION: PRELIMINARY RESULTS M. J. S. Murillo, XPA

WM2016 Conference, March 6 10, 2016, Phoenix, Arizona, USA. Recovering New Type of Sources by Off-Site Source Recovery Project for WIPP Disposal-16604

STP-TS THERMOPHYSICAL PROPERTIES OF WORKING GASES USED IN WORKING GAS TURBINE APPLICATIONS

Start-up Noise in 3-D Self-AmpMed

IMPACTS FOR MATERIALS DISPOSITION. Bryan L. F e a r e y, Thomas L. B u r r, a n d Mark M. P i c k r e l l

A New MCNPX PTRAC Coincidence Capture File Capability: A Tool for Neutron Detector Design

Determine the Inside Wall Temperature of DSTs using an Infrared Temperature Sensor

UNIT OPERATIONS AND CHEMICAL PROCESSES. Alan M. Krichinsky

DEVELOPMENT OF A PORTABLE NEUTRON COINCIDENCE COUNTER FOR FIELD MEASUREMENTS OF NUCLEAR MATERIALS USING THE

John Falconer Richard Noble

C o f l F - 9m307-- SPREADSHEET APPLICATION TO CLASSIFY RADIOACTIVE MATERIAL FOR SHIPMENTa. A. N. Brown

Inside Wall Temperature Measurements of DSTs Using an Infrared Temperature Sensor

Analysis of High Enriched Uranyl Nitrate Solution Containing Cadmium

DE '! N0V ?

TOWARDS EVEN AND ODD SQUEEZED NUMBER STATES NIETO, MICHAEL M

Turbulent Scaling in Fluids. Robert Ecke, MST-10 Ning Li, MST-10 Shi-Yi Li, T-13 Yuanming Liu, MST-10

Los Alamos. Nova 2. Solutions of the Noh Problem for Various Equations of State Using Lie Groups LA-13497

Capabilities for Testing the Electronic Configuration in Pu

Lawrence Berkeley National Laboratory Lawrence Berkeley National Laboratory

N. Tsoupas, E. Rodger, J. Claus, H.W. Foelsche, and P. Wanderer Brookhaven National Laboratory Associated Universities, Inc. Upton, New York 11973

To be published in the Proceedings of ICEC-22, Seoul Korea, July 2008 MICE Note 232 1

Determine the Inside Wall Temperature of DSTs using an Infrared Temperature Sensor

GA A26057 DEMONSTRATION OF ITER OPERATIONAL SCENARIOS ON DIII-D

PROJECT PROGRESS REPORT (03/lfi?lfibr-~/15/1998):

Transcription:

LA-13760-MS Approved for public release; distribution is unlimited. Preparation of Pure Plutonium Metal Standards for Nondestructive Assay Los Alamos N A T I O N A L L A B O R A T O R Y Los Alamos National Laboratory is operated by the University of California for the United States Department of Energy under contract W-7405-ENG-36.

This work was supported by the US Department of Energy, Office of Nonproliferation and National Security, Office of Safeguards and Security. Prepared by Rita Romero, Group NIS-5 An Affirmative Action/Equal Opportunity Employer This report was prepared as an account of work sponsored by an agency of the United States Government. Neither The Regents of the University of California, the United States Government nor any agency thereof, nor any of their employees, makes any warranty, express or implied, or assumes any legal liability or responsibility for the accuracy, completeness, or usefulness of any information, apparatus, product, or process disclosed, or represents that its use would not infringe privately owned rights. Reference herein to any specific commercial product, process, or service by trade name, trademark, manufacturer, or otherwise, does not necessarily constitute or imply its endorsement, recommendation, or favoring by The Regents of the University of California, the United States Government, or any agency thereof. The views and opinions of authors expressed herein do not necessarily state or reflect those of The Regents of the University of California, the United States Government, or any agency thereof. Los Alamos National Laboratory strongly supports academic freedom and a researcher's right to publish; as an institution, however, the Laboratory does not endorse the viewpoint of a publication or guarantee its technical correctness.

LA-13760-MS Issued: November 2000 Preparation of Pure Plutonium Metal Standards for Nondestructive Assay S.-T. Hsue J. E. Stewart M. S. Krick Los Alamos N A T I O N A L L A B O R A T O R Y Los Alamos, New Mexico 87545

Preparation of Pure Plutonium Metal Standards for Nondestructive Assay S.-T. Hsue, J. E. Stewart, and M. S. Krick, Los Alamos National Laboratory Los Alamos, NM 87545 ABSTRACT To calibrate neutron coincidence and neutron multiplicity counters for passive assay of plutonium, certain detector parameters must be determined. When one is using small plutonium metal samples, biases can be introduced from non-zero multiplication and impurities. This paper describes preparing small, pure plutonium metal standards with well-known geometries to enable accurate multiplication corrections and with acceptably low levels of impurities. To minimize multiplication, these standards are designed as 2-cmdiameter foils with varying thicknesses and masses of 1.4, 3.6, and 7.2 g plutonium. These standards will significantly improve characterization and calibration of neutron coincidence and multiplicity counters. They can also be equally useful for gamma-ray spectrometry and calorimetry. Five sets will be made: four for other United States Department of Energy plutonium facilities, and one set to remain at Los Alamos. We will also describe other nondestructive assay standards that are planned for the next few years. I. INTRODUCTION Neutron time-correlation counting has been used extensively during the past 20 years for the nondestructive assay (NDA) of nuclear material. The usefulness of the technique is due primarily to the good penetrability of neutrons and the uniqueness of time-correlated neutrons to nuclear material content. Passive neutron coincidence and multiplicity counting are useful in the independent verification or NDA of plutonium mass, in particular the 240 Pu effective mass, of an item. To characterize neutron coincidence and multiplicity counters, certain detector parameters such as efficiency, doubles gate fraction, and triples gate fraction, must be determined. To determine these detector parameters, the ideal plutonium standards would be nonmultiplying and have no significant sources of neutrons other than from spontaneous fission of the 240 Pu effective mass. In practice, 252 Cf sources are used and empirical corrections are necessary to obtain parameters for 240 Pu. Small plutonium metal and oxide items are also used, but biases are introduced because of unknown multiplication and impurity concentrations. This paper describes the specifying and preparing several sets of small, pure plutonium metal standards with well-known geometries and acceptable low levels of impurities. These standards are designed specifically for the calibration and characterization of neutron coincidence and multiplicity counters. With these standards, neutron coincidence and multiplicity counters can be characterized much better than

before. Calibration of these counters will be improved, and bias of assays with these counters will be reduced. The need for this set of standards was identified in a previous review report on NDA standards.[1] II. STANDARDS SPECIFICATIONS A. Impurity Limits Impurities in plutonium can contribute to neutron emission in two ways: (1) very small concentrations of 244 Cm and 252 Cf can yield spontaneous fission neutrons in addition to 240 Pu effective, and (2) low-z elements can contribute to total neutron yield of plutonium metal through (α,n) reactions. Source neutrons from pure plutonium metal arise solely from spontaneous fission, primarily from the even isotopes of 238 Pu, 240 Pu, and 242 Pu. Very small concentrations of the impurities of 244 Cm and 252 Cf can also yield spontaneous fission neutrons that bias assays of the even plutonium isotopes. Limits on the allowable concentrations of 244 Cm and 252 Cf were calculated from basic nuclear yield data, based on the assumption that the impurity isotope contributes 1% of the spontaneous fission neutron specific yield for pure weaponsgrade plutonium. These limits are given in Table I. The mass limits are listed as parts µg/g of plutonium. Table I. Impurity Limits for Spontaneously Fissioning Isotopes Isotope µg/g mass Limit 244 Cm 5.63E-02 252 Cf 2.60E-7 Low-Z elements can also contribute to total neutron yield of plutonium metal through (α,n) reactions. Limits on the allowable concentrations of 11 impurity elements were calculated by using basic nuclear and atomic data with a simple stopping power model.[2] Again, it was assumed that the impurity element contributes 1% of the spontaneous fission neutron specific yield for pure weapons-grade plutonium. These limits are given in Table II. 2

Table II. Impurity Limits for Elements Producing (α,n) Neutrons Element µg/g mass limit Be 1 B 4 F 13 Li 57 Na 71 Mg 88 Al 200 Si 1100 Cl 1300 C 800 O 1200 B. Multiplication For an ideal neutron standard, no neutron multiplication is preferred but there is always some multiplication, even in the smallest items. One then must know the sample multiplication well. Neutron multiplication is a complicated function of the sample composition (including impurities), density, and geometry. The best standard, therefore, is one with as small a multiplication as possible so as to have the minimum effect on the neutron emission rate. The least multiplying geometry is a thin disc. Multiplication effects of thin metal discs can be estimated well using Monte Carlo simulations. An alternative procedure for using these standards is given in section VII. This procedure is based on extrapolation to zero mass of 240 Pu effective. The approximate diameter and thicknesses of the standards are listed in Table III. Table III. Radii and Thicknesses of the Plutonium Metal Standards Mass (g) Radius (cm) Thickness (cm) 1.4 1.0 0.0321 3.6 1.0 0.0802 7.2 1.0 0.1604 3

III. STANDARDS FABRICATION A. Purification To achieve the impurity levels described previously, the plutonium metal must be purified. Electrorefining is a powerful method of purifying crude plutonium metal.[3] A typical electrorefining cell used in plutonium processing operations is shown in Fig. 1. The crude batch of plutonium alloy is placed in the anode compartment. The cell system is heated, and an electric current is passed between the anode and cathode to produce electrolysis. At the conclusion of the process, the purified plutonium is recovered as an annular metal ring. Fig. 1. Schematic of electrorefining cell showing major features. Plutonium, as a metal of the actinide group, has six allotropes. Of the six allotropic phases, alpha is the hardest and least ductile, and delta is the softest and most ductile. The metal resulting from electrorefining is alpha-phase plutonium. In order to fabricate the plutonium metal into thin discs as required for this project, the plutonium metal needs to be in the softest, or delta phase, to minimize the risk of breakage during fabrication. Alpha-phase plutonium metal is converted into delta phase by means of vacuum distillation and addition of gallium; the distillation process further reduces the impurities in the plutonium metal. The distillation is repeated three times to maximize the purification. The plutonium is then cast into an ingot by using a furnace as shown in Fig. 2. 4

Fig. 2. Furnace to cast plutonium metal into ingot. 5

B. Fabrication of Foils The purified plutonium metal ingot is sliced into three pieces; each is rolled into a disc of approximate thickness (shown in Table III). Figure 3 shows the feeding of the disc to the rolling machine and Fig. 4 shows catching the disc during the rolling operation. This process is repeated until the desired thickness is achieved; the disc thickness is checked with a micrometer, as shown in Fig. 5. Figs. 3 and 4. Feeding and catching the disc during the rolling operation. Fig. 5. Monitor the thickness of the disc during the rolling to decide whether further rolling is necessary. A stamping machine is used to punch out 2-cm-diameter plutonium foils; the punching operation is shown in Fig. 6. Five foils of each thickness are punched. The plutonium foils are stored in glass tubes (Fig. 7) to minimize oxidation. 6

Fig. 6. Plutonium foil being punched out of the disc with the stamping machine. Fig. 7. Plutonium foils are stored in glass vial to reduce oxidation and contamination. The glass vial is transferred to an inert glove box for encapsulation. IV. SAMPLING AND CHEMICAL ANALYSES From each foil thickness, two samples are taken from different parts of the foil (after the discs are punched) for destructive chemical analysis. A total of six samples will be analyzed to allow for determining uniformity. Each of the samples will be electropolished and sealed in a glass tube. Archive samples will also be taken. 7

The chemical analysis for each sample includes: 1. g Pu/g sample 2. Mass spectrometry to determine plutonium isotopic distribution 241 Am determination by gamma counting or alpha spectroscopy 238 Pu determination by alpha counting 3. Impurity analyses The impurity analyses include all the elements listed in Table II: Be, B, F, Li, Na, Mg, Al, Si, Cl, C, and O. 4. Spontaneous fissioning isotopes listed in Table I. 244 Cm and 252 Cf A. Isotopic Distribution The chemical analysis results are summarized in Table IV. Table IV shows the plutonium isotopic of the six samples submitted for analysis. All the plutonium isotopic distribution and Am 241 have been decay corrected to January 1, 2000. The 238 Pu was determined by alpha counting, and Am 241 was determined by gamma counting. The Am 241 was reported as ppm of sample; this number was divided by the g Pu/g sample (on 1/1/2000) to obtain Am 241 relative to plutonium mass, which is reported in this table. Table IV. Plutonium isotopic distribution as of 1/1/2000 Sample ID 1/1/00 238 Pu 239 Pu 240 Pu 241 Pu 242 Pu 241 Am WH0321-C1 0.0119 93.9410 5.8519 0.1511 0.0441 0.0548 WH0321-C2 0.0122 93.9405 5.8526 0.1508 0.0439 0.0556 WH1604-C1 0.0117 93.9423 5.8519 0.1501 0.0440 0.0556 WH1604-C2 0.0117 93.9407 5.8526 0.1509 0.0441 0.0547 WH0802-C1 0.0123 93.9410 5.8519 0.1508 0.0440 0.0549 WH0802-C2 0.0120 93.9404 5.8529 0.1506 0.0441 0.0548 Average 0.0120 93.9410 5.8523 0.1507 0.0440 0.0551 8

B. Impurity Determination 244 Cm and 252 Cf impurity levels were determined by means of alpha spectroscopy, and in the case of 252 Cf, extremely long counts (three days). These impurity levels are given in Table V. Table V. Impurity Limits for Spontaneously Fissioning Isotopes Isotope µg/g upper Limit (1 %) µg/g measured Limit 244 Cm 5.63E-02 <0.04 252 Cf 2.60E-7 <8.4E-5 Impurity limits for the elements listed in Table II are given in Table VI: Table VI. Impurity Limits for Elements Producing (α,n) Neutrons Element µg/g upper limit (1%) µg/g measured limit Method Be 1 0.9 ICP* B 4 <4 ICP F 13 9.0 Ion Chromatography Li 57 <0.9 ICP Na 71 <40 ICP Mg 88 <4 ICP Al 200 <9 ICP Si 1100 <40 ICP Cl 1300 10.3 Ion Chromatography C 800 61.7 MS** O 1200 48.3 Combustion *Inductive coupled plasma spectroscopy **Mass spectroscopy-carbon 9

C. Plutonium concentration The plutonium concentration of the samples submitted for analysis was determined by coulometry. The results are shown in Table VII. Table VII. Plutonium concentration Sample ID 1/1/00 % Pu WH0321-C1 99.261 WH0321-C2 99.311 WH1604-C1 99.291 WH1604-C2 99.411 D. Traceability WH0802-C1 99.351 WH0802-C2 99.301 Average 99.321 St Deviation 0.053 These analysis methods are based on the New Brunswick Laboratory certified standards with the exception of the impurity analysis. Assays of certified standards are part of the routine procedure. V. CONTAINERS AND ENCAPSULATION The cans for the standards are stainless steel and will be American National Standards Institute (ANSI) certified. A schematic drawing of the cans is shown in Fig. 8. A picture of the inner and outer cans is shown in Fig. 9. Welding is performed by an ANSI-certified welder in a helium-atmosphere glove box. 10

Centering ring Outer can and lid Plutonium metal disc Inner can and lid Retaining cup Fig. 8. Schematic drawing of the cans. All the parts, except for the plutonium disc, are made of stainless steel. Fig. 9. Picture of stainless steel cans and parts. The right-hand side of the picture shows the inner can, lid, and retaining cup. The left-hand side shows the outer can, lid, and the centering ring. 11

VI. MASS CALCULATION The plutonium foils were weighed by using scales accurate to 0.0001 g. The scales were checked with National Institute of Science and Technology certified weights within the range of 1 to 10 g. These weights are listed in the second column of Table VI. The plutonium mass of the standards is obtained by multiplying the foil mass by the average plutonium concentration listed in Table V. Table VIII. Calculation Plutonium Mass of Foil STD ID Plutonium Foil Mass (g) Plutonium Mass (g) Relative error (%) Absolute error (g) A1 1.7775 1.765 0.077 0.0014 A2 4.0702 4.043 0.058 0.0024 A3 7.7402 7.688 0.055 0.0042 B1 1.833 1.821 0.076 0.0014 B2 3.9538 3.927 0.059 0.0023 B3 8.0085 7.954 0.054 0.0044 C1 1.8351 1.823 0.076 0.0014 C2 4.057 4.029 0.058 0.0024 C3 7.9672 7.913 0.054 0.0043 D1 1.6997 1.688 0.079 0.0013 D2 3.7651 3.740 0.059 0.0022 D3 7.4829 7.432 0.055 0.0041 E1 1.7529 1.741 0.078 0.0014 E2 3.4216 3.398 0.061 0.0021 E3 7.811 7.758 0.055 0.0043 VII. PROCEDURE FOR USE OF STANDARDS The primary purpose of the plutonium metal standards is for better determination of certain neutron detector parameters used in neutron coincidence and neutron multiplicity assays of plutonium-bearing materials. In order to define procedures for uses of the standards, some of the basic concepts of neutron coincidence and multiplicity counting must be defined. For an introduction to neutron coincidence counting, see Ref. 4 and the references therein. For an introduction to neutron multiplicity counting, see the application guide (Ref. 5) and the references therein. 12

There are two measured multiplicity distributions of neutron pulses (0s, 1s, 2s, 3s, 4s, 5s, etc.) measured: the multiple counts in the real-plus-accidental (R+A) gate and the accidental (A) gate. For a purely random (in time) pulse stream, the two distributions are the same within statistical errors. For a timecorrelated pulse stream with fission neutron pulses, the R+A distribution has more higher order multiplicity events than the A distribution. The two distributions are analyzed by the INCC[6] code to obtain the number of time-correlated double, triple, and quadruple pulses, etc. The term doubles (D) means the number of correlated pulse pairs in the pulse stream; triples (T) means the number of correlated triplets; singles (S) means the total number of neutron counts. In practice, triple events are usually the highest correlations that can be obtained with reasonable statistical precision. A standard shift register circuit determines the number of singles and doubles but can t determine the number of triples. A multiplicity shift register determines S, D, and T. Neutron source multiplicity distributions are the probability distributions for the emission of source distributions per event; for plutonium metal, an event can be, for example, a spontaneous fission followed by an induced fission. Passive neutron multiplicity assay (PNMA) analysis uses factorial moments of the spontaneous and induced distributions. For a plutonium metal sample with a very small mass, the background-corrected rates S, D, and T are given by S = Fενs1, (1) 1 D= Fε 2 f 2 d νs2, and (2) 1 T = Fε3 f 6 t νs3, (3) where F = the rate of source events, ε = detector efficiency, f d, f t = double and triple gate fractions, and ν s1,ν s1,ν s3 = 1 st, 2 nd, and 3 rd factorial moments of the neutron source distributions. The gate fractions account for the fact that the R+A gate is not open long enough to count all the correlated neutrons. Ideally, an assay based on the doubles counts should provide a unique signature for plutonium and should also determine the actual grams of 240 Pu-effective in the sample, where this quantity is defined as that mass 13

of 240 Pu which would give the same D response as that obtained from all the even isotopes of 240 Pueffective in the sample: 240 Pu eff = 2.52 238 Pu+ 240 Pu +1.68 242 Pu. (4) The total plutonium mass is then obtained from the plutonium isotopic composition: Total Pu= 240 Pu eff /(2.52c 238 + c 240 + 1.68c 242 ), (5) where c 238, c 240, and c 242 are the fractions of the plutonium isotopes present in the sample. The parameters that are obtained by using the small plutonium metal standards are, in order, ε, f d, and f t, using equations (1) (4), where F= 240Pu eff 473.5, (6) ( F / ν ) ε = S / s1, (7) fd ft = 2ν s1d /( ενs2s), and (8) = 3 f d νs2t /( ενs3d). (9) The parameters ν s1, ν s2, and ν s3, respectively, are 2.154, 3.789, and 5.211. The parameters in Eqs. (7) (9) are obtained for all three standards in a given set. The results are extrapolated back to zero mass to obtain the final values. The quantities e, f d, and f t should be determined with a precision from counting statistics of not more than 0.5%. This will require a minimum of 3-hour counts per standard in a detector with e = 50%. ACKNOWLEDGMENT This work was supported by the US Department of Energy, Office of Nonproliferation and National Security, Office of Safeguards and Security. REFERENCES 14

1. S. -T. Hsue, J. E. Stewart, T. E Sampson, G. Butler, C. R. Rudy, and P. M. Rinard, Guide to Nondestructive Assay Standards: Preparation Criteria, Availability, and Practical Considerations, Los Alamos National Laboratory report LA-13340-MS (October 1997). 2. Mojtaba Taherzadeh, Neutron Characteristics of Plutonium Dioxide Fuel, National Aeronautics and Space Administration (NASA) Technical Report 32-1555, rev. 1, Jet Propulsion Laboratory, California Institute of Technology, Pasadena, CA (December 1, 1972). 3. L. J. Mullins, J. A. Leary, A. N. Morgan, and W. J. Mariman, Plutonium Electrorefining, Los Alamos Scientific Laboratory report LA-2666 (1962). 4. D. T. Reilly, N. Ensslin, H. A. Smith, Jr., and S. Kreiner, Passive Nondestructive Assay of Nuclear Materials (PANDA) Manual, NUREG/CR-5550 (US Government Printing Office, Washington, D.C., 1991). Los Alamos National Laboratory document LA-UR-90-732 (1991). 5. N. Ensslin, W. C. Harker, M. S. Krick, D. G. Langner, M. M. Pickrell, and J. E. Stewart, Application Guide to Neutron Multiplicity Counting, Los Alamos National Laboratory report LA- 13422-M (November 1998). 6. W. C. Harker and M. S. Krick. INCC Software Users Manual, Los Alamos National Laboratory document LA-UR-99-1291 (July 1998). 15

This report has been reproduced directly from the best available copy. It is available electronically on the Web (http://www.doe.gov/bridge). Copies are available for sale to U.S. Department of Energy employees and contractors from Office of Scientific and Technical Information P.O. Box 62 Oak Ridge, TN 37831 (423) 576-8401 Copies are available for sale to the public from National Technical Information Service U.S. Department of Commerce 5285 Port Royal Road Springfield, VA 22616 (800) 553-6847

Los Alamos N A T I O N A L L A B O R A T O R Y Los Alamos, New Mexico 87545