Presentation on theme: "Simulating Material Property Changes of Irradiated Nuclear Graphite L. Luyken, A. N. Jones, M. Schmidt, B. J. Marsden, T. J. Marrow Primarily graphite."— Presentation transcript:
Simulating Material Property Changes of Irradiated Nuclear Graphite L. Luyken, A. N. Jones, M. Schmidt, B. J. Marsden, T. J. Marrow Primarily graphite is used as a moderator Slowing down neutrons to thermal energies Is also used as a structural component. Control rod channels Coolant channels Reflector bricks Fuel Compacts
What Happens to Graphite in a Reactor Core Components Deform Material Properties Change Simple Dose Profile
Damage Mechanism Standard ModelRuck, Tuck and Buckle Graphite Structure
Crystallite Structure (Image Abbie Jones) Damage Mechanism C a a
Initial Adsorption “unpins” layers Intercalate can then penetrate graphite planes. Intercalate concentration within microstructure dependant on partial pressure of surrounding atmosphere. Bromine can also fill dislocation ribbons and push planes further apart Widening of Dislocation Ribbons on Intercalation Simulating Irradiation Damage
Strain due to Bromination of polycrystalline graphites Strain due to Bromination of HOPG Dimensional Change by Intercalation (Presented at UNTF 2009) Single crystals experience high strain at low bromine concentration Polycrystalline graphites experience differing bulk strains depending on orientation of crystals
Tomography at the Swiss Light Source Experimental Set Up X-Ray SourceShutter Bromine RigCamera Beam Energy: 28KeV (high) Projections: 1501 (reduces noise) CCD exposure time:160ms(fast) Binning:2 x 2(reduces image resolution)
Figure 1 Strain due to bromination of Pile Grade A graphite Figure 2 Strain due to irradiation of Pile Grade A graphite
Binder However larger regions of the binder matrix accommodate bromine due to greater open porosity in this region Filler Bromine quickly permeates large crystalline regions Filler Nevertheless the largest deformation vectors are seen in the filler particles
Change in Young’s modulus Where E = Young’s modulus ρ = density ν = sonic velocity θ = Poisson's ratio Experimental Setup
Change in Young’s modulus TimeStrainYoung’s Modulus t=00%5.25 GPa** t=7200.3 %5.29 GPa ** literature values vary from 4GPa to 7GPa
Conclusions Bromination produces bulk dimensional Initially penetrates binder phase due to large amounts of open porosity Later quickly fills filler phase Largest strains are seen in filler phase As with irradiation brominating graphite increases the young’s modulus.
Future Work Investigate crystal strains due to bromination. Applied for beam time at ILL Further develop Young’s modulus experiment to measure bulk strain insitu Use laser displacement detector
Thank you James Perrin University of Manchester David JamesUniversity of Manchester Paul TownsendUniversity of Manchester Sam MacdonaldUniversity of Manchester (Swiss Light Source) Will BodelUniversity of Manchester "This work was carried out as part of the TSEC programme KNOO and as such we are grateful to the EPSRC for funding under grant EP/C549465/1“ Questions?