First principles calculation for generating new thermal neutron scattering data for Zirconium hydride
M El Barbari1, T El Bardouni1, H El Yaakoubi1
1ERSN, Faculty of sciences, Abdelmalek Essaadi University, Tetouan, Morocco.
Summary
This study reviews theoretical models for thermal neutron scattering in zirconium hydride, proposing new methods to calculate its density of states and phonon responses for TRIGA reactors.
Area of Science:
- Nuclear physics and materials science
- Reactor physics and neutronics
Background:
- Neutron interactions with materials are crucial in nuclear reactors, with thermal neutron energies influenced by material lattice parameters.
- Accurate nuclear data, particularly for thermal neutron scattering, is essential for reactor design and safety.
- Existing theoretical models for thermal scattering require further development and experimental validation.
Purpose of the Study:
- To review existing theoretical models for thermal neutron scattering.
- To propose new formalisms for calculating the density of states (DOS) and phonon responses of zirconium hydride.
- To enhance the accuracy of nuclear data evaluations for reactor applications.
Main Methods:
- Review of theoretical models for thermal scattering.
- Development of new formalisms for DOS and phonon response calculations.
- Calculation of the thermal scattering law S(α,β).
- Computation of double differential cross sections.
Main Results:
- The study presents a review of theoretical models and their adequacy in describing thermal scattering events.
- New formalisms are proposed for calculating the density of states and phonon responses of zirconium hydride.
- Calculated double differential cross sections using the thermal scattering law show satisfactory results when compared with other models.
Conclusions:
- Theoretical models for thermal scattering in zirconium hydride need refinement for accurate nuclear data.
- The proposed formalisms offer potential improvements for calculating DOS and phonon responses.
- The application of the thermal scattering law S(α,β) is validated, though its effectiveness can vary based on specific data usage.
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