Incineration of Plutonium in PWR Using Hydride Fuel

Similar documents
REACTOR PHYSICS ASPECTS OF PLUTONIUM RECYCLING IN PWRs

Thorium as a Nuclear Fuel

MA/LLFP Transmutation Experiment Options in the Future Monju Core

The Effect of Burnup on Reactivity for VVER-1000 with MOXGD and UGD Fuel Assemblies Using MCNPX Code

TRANSMUTATION PERFORMANCE OF MOLTEN SALT VERSUS SOLID FUEL REACTORS (DRAFT)

DOPPLER COEFFICIENT OF REACTIVITY BENCHMARK CALCULATIONS FOR DIFFERENT ENRICHMENTS OF UO 2

Lesson 14: Reactivity Variations and Control

DETERMINATION OF THE EQUILIBRIUM COMPOSITION OF CORES WITH CONTINUOUS FUEL FEED AND REMOVAL USING MOCUP

Denaturation of Pu by Transmutation of MA

Reactivity Coefficients

MULTI-RECYCLING OF TRANSURANIC ELEMENTS IN A MODIFIED PWR FUEL ASSEMBLY. A Thesis ALEX CARL CHAMBERS

Available online at ScienceDirect. Energy Procedia 71 (2015 )

Systems Analysis of the Nuclear Fuel Cycle CASMO-4 1. CASMO-4

Neutronic analysis of SFR lattices: Serpent vs. HELIOS-2

A Dummy Core for V&V and Education & Training Purposes at TechnicAtome: In and Ex-Core Calculations

Advanced Heavy Water Reactor. Amit Thakur Reactor Physics Design Division Bhabha Atomic Research Centre, INDIA

PWR AND WWER MOX BENCHMARK CALCULATION BY HELIOS

PLUTONIUM RECYCLING IN PRESSURIZED WATER REACTORS: INFLUENCE OF THE MODERATOR-TO-FUEL RATIO

Introduction to Reactivity and Reactor Control

Analysis of the Neutronic Characteristics of GFR-2400 Fast Reactor Using MCNPX Transport Code

Working Party on Pu-MOX fuel physics and innovative fuel cycles (WPPR)

English text only NUCLEAR ENERGY AGENCY NUCLEAR SCIENCE COMMITTEE

REACTOR PHYSICS CALCULATIONS ON MOX FUEL IN BOILING WATER REACTORS (BWRs)

Optimisation of the Nuclear Reactor Neutron Spectrum for the Transmutation of Am 241 and Np 237

Development of depletion models for radionuclide inventory, decay heat and source term estimation in discharged fuel

Lecture 27 Reactor Kinetics-III

Reactivity Coefficients

Power Installations based on Activated Nuclear Reactions of Fission and Synthesis

Improved time integration methods for burnup calculations with Monte Carlo neutronics

Study of Burnup Reactivity and Isotopic Inventories in REBUS Program

IAEA-TECDOC-1349 Potential of thorium based fuel cycles to constrain plutonium and reduce long lived waste toxicity

O-arai Engineering Center Power Reactor and Nuclear Fuel Development Corporation 4002 Narita, O-arai-machi, Ibaraki-ken JAPAN ABSTRACT

Research Article Calculations for a BWR Lattice with Adjacent Gadolinium Pins Using the Monte Carlo Cell Code Serpent v.1.1.7

Technical workshop : Dynamic nuclear fuel cycle

Parametric Study of Control Rod Exposure for PWR Burnup Credit Criticality Safety Analyses

SUB-CHAPTER D.1. SUMMARY DESCRIPTION

DESIGN OF B 4 C BURNABLE PARTICLES MIXED IN LEU FUEL FOR HTRS

CASMO-5/5M Code and Library Status. J. Rhodes, K. Smith, D. Lee, Z. Xu, & N. Gheorghiu Arizona 2008

Status of J-PARC Transmutation Experimental Facility

Adaptation of Pb-Bi Cooled, Metal Fuel Subcritical Reactor for Use with a Tokamak Fusion Neutron Source

NEUTRON PHYSICAL ANALYSIS OF SIX ENERGETIC FAST REACTORS

Chemical Engineering 412

Operational Reactor Safety

SCALE-4 Analysis of Pressurized Water Reactor Critical Configurations: Volume 5 & Anna Unit 1 Cycle 5

Safety analyses of criticality control systems for transportation packages include an assumption

Challenges in Prismatic HTR Reactor Physics

G. S. Chang. April 17-21, 2005

Study of Predictor-corrector methods. for Monte Carlo Burnup Codes. Dan Kotlyar Dr. Eugene Shwageraus. Supervisor

Dissolution, Reactor, and Environmental Behavior of ZrO2-MgO Inert Fuel Matrix: Neutronic Evaluation of ZrO2-MgO Inert Fuels

ADVANCED PLUTONIUM PWR FUEL ASSEMBLIES R&D IN FRANCE. D. Warin, JC. Gauthier, L. Brunel, JL. Guillet

Comparison of PWR burnup calculations with SCALE 5.0/TRITON other burnup codes and experimental results. Abstract

Cross Section Generation Strategy for High Conversion Light Water Reactors Bryan Herman and Eugene Shwageraus

Lectures on Applied Reactor Technology and Nuclear Power Safety. Lecture No 5. Title: Reactor Kinetics and Reactor Operation

Neutronic analysis on potential accident tolerant fuel-cladding. combination U 3 Si 2 -FeCrAl. CHEN Shengli 1 YUAN Cenxi 1, *

TRANSMUTATION OF CESIUM-135 WITH FAST REACTORS

ASSESSMENT OF THE EQUILIBRIUM STATE IN REACTOR-BASED PLUTONIUM OR TRANSURANICS MULTI-RECYCLING

3. State each of the four types of inelastic collisions, giving an example of each (zaa type example is acceptable)

HTR Spherical Super Lattice Model For Equilibrium Fuel Cycle Analysis. Gray S. Chang. September 12-15, 2005

Testing the EPRI Reactivity Depletion Decrement Uncertainty Methods

Study on SiC Components to Improve the Neutron Economy in HTGR

Thorium utilization in a small and long-life HTR Part III: Composite-rod fuel block

The moderator temperature coefficient MTC is defined as the change in reactivity per degree change in moderator temperature.

PERFORMANCE EVALUATION OF A PB-BI COOLED FAST REACTOR, PEACER-300

Consistent Code-to-Code Comparison of Pin-cell Depletion Benchmark Suite

Cross Section Generation Guidelines for TRACE- PARCS

Target accuracy of MA nuclear data and progress in validation by post irradiation experiments with the fast reactor JOYO

THE NEXT GENERATION WIMS LATTICE CODE : WIMS9

Error Estimation for ADS Nuclear Properties by using Nuclear Data Covariances

Analysis of Multi-recycle Thorium Fuel Cycles in Comparison with Oncethrough

Czech Technical University in Prague. Faculty of Nuclear Sciences and Physical Engineering. Department of Nuclear Reactors

Parametric Studies of the Effect of MOx Environment and Control Rods for PWR-UOx Burnup Credit Implementation

VALIDATION OF VISWAM SQUARE LATTICE MODULE WITH MOX PIN CELL BENCHMARK

PHYS-E0562 Ydinenergiatekniikan jatkokurssi Lecture 5 Burnup calculation

AN ABSTRACT OF THE THESIS OF. Justin R. Mart for the degree of Master of Science in Nuclear Engineering presented on June 14, 2013.

TRANSMUTATION OF AMERICIUM AND CURIUM: REVIEW OF SOLUTIONS AND IMPACTS. Abstract

COMPARISON OF WIMS/PANTHER CALCULATIONS WITH MEASUREMENT ON A RANGE OF OPERATING PWR

CALCULATION OF TEMPERATURE REACTIVITY COEFFICIENTS IN KRITZ-2 CRITICAL EXPERIMENTS USING WIMS ABSTRACT

Fundamentals of Nuclear Reactor Physics

Sensitivity and Uncertainty Analysis Methodologies for Fast Reactor Physics and Design at JAEA

Research Article Uncertainty and Sensitivity Analysis of Void Reactivity Feedback for 3D BWR Assembly Model

Ciclo combustibile, scorie, accelerator driven system

Present Status of JEFF-3.1 Qualification for LWR. Reactivity and Fuel Inventory Prediction

MOx Benchmark Calculations by Deterministic and Monte Carlo Codes

Use of Monte Carlo and Deterministic Codes for Calculation of Plutonium Radial Distribution in a Fuel Cell

(1) SCK CEN, Boeretang 200, B-2400 Mol, Belgium (2) Belgonucléaire, Av. Arianelaan 4, B-1200 Brussels, Belgium

COMPARATIVE ANALYSIS OF WWER-440 REACTOR CORE WITH PARCS/HELIOS AND PARCS/SERPENT CODES

A Hybrid Deterministic / Stochastic Calculation Model for Transient Analysis

Neutron Dose near Spent Nuclear Fuel and HAW after the 2007 ICRP Recommendations

Chapter 7 & 8 Control Rods Fission Product Poisons. Ryan Schow

Transmutacja Jądrowa w Reaktorach Prędkich i Systemach Podkrytycznych Sterowanych Akceleratorami

PWR CONTROL ROD EJECTION ANALYSIS WITH THE MOC CODE DECART

Nuclear Theory - Course 127 EFFECTS OF FUEL BURNUP

Burn-up calculation of different thorium-based fuel matrixes in a thermal research reactor using MCNPX 2.6 code

Idaho National Laboratory Reactor Analysis Applications of the Serpent Lattice Physics Code

The Pennsylvania State University The Graduate School UNCERTAINTY ANALYSIS OF SPENT NUCLEAR FUEL ISOTOPICS AND ROD INTERNAL PRESSURE

Optimization of CARA Fuel Element with negative coolant void coefficient

Nuclear Reactor Physics I Final Exam Solutions

Elements, atoms and more. Contents. Atoms. Binding energy per nucleon. Nuclear Reactors. Atom: cloud of electrons around a nucleus

Recycling Spent Nuclear Fuel Option for Nuclear Sustainability and more proliferation resistance In FBR

Thermal Hydraulic Considerations in Steady State Design

Transcription:

Incineration of Plutonium in PWR Using Hydride Fuel Francesco Ganda and Ehud Greenspan University of California, Berkeley ARWIF-2005 Oak-Ridge, TN February 16-18, 2005

Pu transmutation overview Many approaches to plutonium transmutation LWR (thermal) Fast Reactors, Accelerators Full MOX CORAIL Regulatory limits: 50% core fraction 100%? Heterogeneous at the assembly level

Issues with Pu transmutation Smaller β Smaller Boron worth Smaller CR worth Higher void/ mod feedback But BR3 in Belgium operated with 70% MOX in the core; EDF successfully conducted a load-follow experiment with MOX

The case for hydrides Efficient transmutation of Pu requires higher H/HM (softer spectrum) Attainable burnup (GWD/tHM) MOX PuH 2 -U-ZrH 1.6 (PUZH)

The case for hydrides (cont ) Hydrides offer higher H/HM for a given P/D softer spectrum Normalized Flux at BOL Energy (Ev) 1.0E+00 1.E-03 1.E-02 1.E-01 1.E+00 1.E+01 1.E+02 1.E+03 1.E+04 1.E+05 1.E+06 1.E+07 1.E+08 Reference geometry (0.95cm; p/d=1.326) Normalized neutron flux 1.0E- 01 1.0E- 02 1.0E- 03 1.0E- 04 1.0E- 05 1.0E- 06 MOX PUZH PWR 1.0 E- 0 1 Normalized Flux at EOL PuH 2 U ZrH 1.6 = PUZH Energy (ev) 1.0 E+0 0 1.E-03 1.E-02 1.E-01 1.E+00 1.E+01 1.E+02 1.E+03 1.E+04 1.E+05 1.E+06 1.E+07 1.E+08 1.0 E- 0 2 1.0 E- 0 3 MOX PUZH PWR 1.0 E- 0 4 1.0 E- 0 5 1.0 E- 0 6

Issues to be addressed Attainable burnup with negative reactivity coefficients using soluble boron Transmutation effectiveness versus MOX

Presentation overview Methodology Assumptions and constraints Results: MOX feasibility region Results: PUZH feasibility region Results: Focus on the reference pin cell Discussion: why PUZH is better than MOX

Methodology: Approach 1. Cover wide range of geometries: find BU (3-batches) and reactivity coefficients (for both MOX and PUZH): Design variables: - fuel rod diameter (D) - Pitch-to-diameter ratio (P/D) Reactivity control: soluble boron (no burnable poison) Constraints: Doppler, MTC, Void ρ coefficient < 0 k (3-batch average @ discharge) = 1.05 2. Focus on the reference geometry (if feasible) and compare MOX and PUZH for: Fraction of Pu incinerated Decay heat Neutron source intensity [spontaneous fission and (α,n)] Fiss Pu/tot Pu ratio MA/Pu ratio

Methodology: Benchmark All the calculations are performed in single pin geometry with SAS2H: benchmarked with MOCUP and found reliable for hydrides and plutonium U ZrH1.6 P/D=1.326 CladOD=0.95 cm K-inf 1.5 MOCUP SAS2H 1.4 1.3 1.2 1.1 1 0.9 0.0 10.0 20.0 30.0 40.0 BURNUP (GWD/MTHM) Normalized flux Comparison between MCNP and XSDRNPN fluxes at BOL 1.00E+00 1.E-03 1.E-01 1.E+01 1.E+03 1.E+05 1.E+07 1.E+09 1.00E-01 1.00E-02 XSDRNPN MCNP 1.00E-03 1.00E-04 1.00E-05 1.00E-06 Neutron energy (ev)

Methodology Question: How to best compare MOX and PUZH performance? Answer: Use the indifferent method PWR cycle length 1350 EFPD with 5% enrichment Utilities will likely want the same cycle length with Pu, both with MOX and PUZH. find the amount of Pu (for a given Pu vector) that satisfy the 1350 EFPD requirement.

Methodology: Reference unit cell Reference unit cell: Clad OD = 0.95 cm P/D = 1.3261 Fuel diam. = 0.8192 cm Clad ID = 0.8357 cm Pitch = 1.25 cm Power density = 36.138 W/gHM

Methodology: Composition Plutonium vector loaded For both MOX and PUZH U is depleted (0.25% enriched) PU241 12% PU242 3% PU238 1% MOX PUZH TOT Pu 2.134E-03 1.587E-03 Tot U 2.130E-02 9.834E-03 Pu atom fraction 9.109 13.894 PU240 22% PU239 62%

Results: MOX Burnup (GWD/tiHM) BOL Kinf BOL Coolant temp. coeff. (pcm/k) Required Sol B (ppm)

MOX practically achievable burnup (GWD/tiHM)

Results: PUZH Burnup (GWD/tiHM) BOL Kinf BOL Coolant temp. coef. (pcm/k) Required Sol B (ppm)

PUZH practically achievable burnup (GWD/tiHM)

Result: k evolution; reference geometry w/o B K-inf vs. Burnup (EFPD) 1.4 K-inf 1.3 1.2 1.1 1.0 0.9 0.8 MOX PUZH PWR 0 200 400 600 800 1000 1200 1400 1600 Effective Full Power Days

Result: Reference geometry Soluble Boron (ppm) Soluble Boron Concentration (ppm) 3500 3000 2500 2000 1500 1000 500 0 MOX PUZH 0 500 1000 1500 EFPD

Result: Reference geometry Prompt reactivity coefficient (pcm/k) Prompt reactivity coefficient (pcm/k) 0-0.5-1 -1.5-2 -2.5-3 -3.5-4 Burnup (GWD/MTiHM) 0 20 40 60 80 100 120 PWR MOX PUZ

Result: Reference geometry Coolant temperature coefficient (expansion and heating) (pcm/k) Coolant temperature coefficient (expansion and heating) (pcm/k) 0-10 -20-30 -40-50 -60-70 Burnup (GWD/MTiHM) 0 20 40 60 80 100 120 PWR MOX PUZ

Result: Reference geometry Void temperature coefficient (pcm/% void) Void temperature coefficient (pcm/% void) 0-50 -100-150 -200-250 -300-350 Burnup (GWD/MTiHM) 0 20 40 60 80 100 120 PWR MOX PUZ

Result: Reference geometry Soluble Boron worth (pcm/ppm) 6 5 Soluble Boron worth (pcm/ppm) 4 3 2 1 PWR MOX PUZ 0 0 20 40 60 80 100 120 Burnup (GWD/MTiHM)

Transmutation performance reference geometry PUZH vs. MOX: For same energy production: 25% less Pu 50% less U 103 vs. 50 GWD/TiHM 50% vs. 24% fraction of Pu incinerated Discharged MOX PUZH g Pu/pin 115.00 50.30 g MA/pin 7.77 6.67 g Pu+MA /pin 122.77 56.97 Total n/s from Pu 91560 62892 Watts/pin 231.00 198.00 Ci/pin 72800 58700 fiss/tot Pu 0.629 0.44 MA/Pu 6.76 % 13.25 % Spont n/s-g Pu 467.50 771.19 Tot n/s-g Pu 796.17 1250.34 W/g Pu 2.01 3.94 W/g MA 29.71 29.71 W/g Pu+MA 1.88 3.48

Transmutation performance Max Power Geometry: P/D=1.4, clad OD=0.65 MOX PUZH Burnup GWD/MTiHM : 52.25 108.2 Pu incinerated 72% 45% Pu remaining 28% 55% Discharged MOX PUZH g Pu/pin 49.80 21.70 g MA/pin 2.92 2.24 g Pu+MA /pin 52.72 23.94 TOT n from Pu 35543 22525 tot W/pin 191 148 Ci/pin 66564 50700 fiss/tot Pu 0.630 0.447 MA/Pu 5.86 10.30 spont n 461.06 739.14 n/gpu 713.71 1038.00 W/g Pu 3.84 6.82

Transmutation performance Inert Matrix fuel: Reference Geometry PuH 2 ZrH 1.6 Attainable Burnup: 709.6 GWD/MTiHM EFPD: 1398.5 (specific P: 507.40 W/giHM) Pu incinerated = 78 atom% but Doppler becomes positive @ 900 EFPD 50% incineration in one pass With ThH 2 can get all reactivity worth negative Discharged PuH 2 ZrH 1.6 g Pu/pin 25.5 g MA/pin 6.7 g Pu+MA /pin 32.2 TOT n from Pu 48386 tot W/pin 117 Ci/pin 20700 fiss/tot Pu 0.165 MA/Pu 26.2 spont n/gpu 1296 n/gpu 1897 W/g Pu 4.6

Conclusions Hydride fuels provide higher H/Pu ratio softer spectrum without having to reduce D, increase P or use more water rods Compared to MOX fuel of same dimensions and cycle length, use of PuH 2 -ZrH 1.6 fuel offers: 100% higher burnup: 103 vs. 50 GWD/TiHM Larger fractional transmutation: 50% vs. 24% fraction of Pu Worse Pu quality: 44% fissile isotopes vs. 63% Larger MA/Pu ratio: 13.25 % vs. 6.76 % Stronger neutron source intensity and decay heat per gm Pu But lower neutron source intensity and decay heat per fuel assembly

Conclusions (cont.) Inert matrix hydride fuels might enable even higher Pu incineration per pass Particularly promising are ThH 2 containing hydride fuels they provide negative reactivity coefficients up to high burnups and thereby offer high fractional incineration of Pu It is recommended to consider hydride fuels for recycling Pu in LWR