Quantification of local lattice distortions in refractory high-entropy alloys by scattering-based techniques
Licentiatavhandling, 2024
However, quantifying LLDs in RHEAs poses a challenge due to the subtle nature of these structural changes and a lack of consensus on appropriate methods. The approach of determining average structures of materials through the analysis of X-ray diffraction patterns has been well-recognised. Meanwhile, total scattering technique, along with pair distribution function (PDF), has also shown significant potential in uncovering information at local structure. Both Bragg diffraction and PDF have previously proven effective for the quantitative assessment of LLDs.
In this thesis, it is demonstrated that LLDs in body-centered cubic (BCC) structured RHEAs can be accurately measured through both reciprocal-space Rietveld method and real-space small-box PDF analysis. The obtained LLDs are significantly larger than previously reported values for face-centered cubic (FCC) structured HEAs. Additionally, a comprehensive simulation study explored the effects of chemical segregation, confirming the feasibility of precise LLD determination in RHEAs under specific levels of segregation and LLD. Robust determination of LLDs through small-box PDF analysis is essential for future time-resolved measurements.
Refractory high-entropy alloys
X-ray diffraction
local lattice distortion
pair distribution function
neutron scattering
total scattering
Författare
Yao Hu
Chalmers, Fysik, Mikrostrukturfysik
Yao Hu, Lewis R. Owen, Helen Y. Playford, Aina Edgren, Sheng Guo, Magnus Hörnqvist Colliander, Quantifying local lattice distortions in refractory high-entropy alloys
Yao Hu, Sheng Guo, Magnus Hörnqvist Colliander, Segregation in refractory high-entropy alloys: Its effect on local lattice distortions derived from pair distribution functions
Ämneskategorier
Metallurgi och metalliska material
Infrastruktur
Chalmers materialanalyslaboratorium
Styrkeområden
Materialvetenskap
Utgivare
Chalmers
PJ-salen, Fysik Origo, Kemigården 1
Opponent: Ru Lin Peng, Department of Management and Engineering, Linköping University, Sweden