html5-img
1 / 8

Monte-Carlo calculations for increasing of very cold neutron flux

Monte-Carlo calculations for increasing of very cold neutron flux. Shabalin E., Verhoglyadov А. FLNP JINR. Main concept. CN: λ≈ 4÷20Å VCN: λ >20Å. Neutron spectrum. Cold (cryogenic) moderators Low rate of VCN in Maxwellian spectrum Neutron guides and radiation damage

Télécharger la présentation

Monte-Carlo calculations for increasing of very cold neutron flux

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Monte-Carlo calculations for increasing of very cold neutron flux Shabalin E., Verhoglyadov А. FLNP JINR

  2. Main concept CN: λ≈4÷20Å VCN: λ>20Å Neutron spectrum • Cold (cryogenic) moderators • Low rate of VCN in Maxwellian spectrum • Neutron guides and radiation damage • Special reflector for increasing of directed neutron flux • Irradiation stable material with high reflectivity for CN, VCN • Nanodispersed diamond powder (particle size 1÷10nm) • Good VCN reflection at low thickness

  3. The conical reflector • Hollow truncated cone • Inner walls are covered by a layer of diamond nanopowder • Directed neutron flux will be increased • Existence of the optimal angle of cone opening • In our calculating: • Diameter of the source equal to 10cm • Neutron wavelength has Maxwellian distribution 1-10nm • Nanopowder particles are spheres with known distribution of their diameter 1-10nm • Main points: • Computation of the gain in the directed flux • Estimation of the nanopowder wall thickness • Total albedo • Differential (angular) albedo

  4. VCN coherent elastic scattered by particles as a whole Differential cross section • Coherent elastic scattering on particles as a whole • Small angle scattering • Capture cross sectionσa=0.01b • Inelastic scattering didn’t consider(low temperature) Calculating of the VCN transport was done by Monte Carlo statistical test

  5. The results Differential albedo (azimuth angle dependence) Differential albedo (polar angle dependence) Total albedo depending on incident polar angle

  6. The results

  7. Conclusion • Addition of the conical reflector to the cold moderator raises forward directed VCN flux about twice • Walls thickness can be about 0.5cm for high gain factor • Maximum gain factor of the flux is obtained at angles of cone opening about 7-15 degrees • Optimal angle must depend on distribution of the neutrons flying out from the source • Investigation grooved type reflectors • with nanodispersed diamond powder • layers to reach more gain in VCN • production

  8. Thank you for attention!

More Related