heal.abstract |
Ion Beam Analysis (IBA) techniques are universally used for analyzing elements and/or isotopes in the near-surface region of solids. More specifically, the implementation of such techniques includes the measurement of the number and the energy distribution of ions scattered from atoms in the near-surface layers of solid materials, and it provides a simple quantitative analysis, or it determines the depth profile of target elements. In the field of material analysis, in order for such results to be obtained via IBA techniques, the a priori knowledge of the corresponding differential cross section values is essential. However, the analytical calculation of the differential cross section values, for beam energies in the MeV range, is impossible since the physics concerning the interaction of the beam-target nucleons is only partially known. Therefore, the application of such analytical techniques is based on the existence of the corresponding experimental datasets in the literature.
At the same time, light elements find numerous technological applications in the industry. They are crucial in the field of material analysis due to their presence in ceramics, glasses, and polymers, while they are also frequently added in metallic alloys in order to improve their corresponding properties, such as, hardness, wear and heat resistance, or rigidity. Consequently, the accurate quantitative determination of light-element depth profile concentrations in a variety of matrices is of paramount importance in contemporary science and technology. Such information, concerning light elements, can be acquired via the implementation of IBA (Ion Beam Analysis) techniques and more specifically via ERDA (Elastic Recoil Detection Analysis), for ultra-thin surficial layers and NRA (Nuclear Reaction Analysis) due to the production of isolated peaks (high Q-values involved) with negligible background. At the same time, the use of a deuteron beam provides high depth resolution, deep layer analysis and allows for the simultaneous study of practically all the main light isotopes and/or elements coexisting in a target. The implementation of d-NRA could be further enhanced if one could also coherently analyze the elastic scattering spectra which are simultaneously acquired using the same experimental conditions. However, the general applicability of d-EBS is still limited nowadays, mostly because of the lack of reliable and coherent datasets of differential cross-sections in the literature for energies and angles suitable for IBA.
Hence, the contribution of the present thesis in the field of IBA is a comprehensive review of the differential cross section values of the deuteron elastic scattering on many important stable light elements and isotopes, such as 6Li, 7Li, 9Be, 14N, natO, 23Na and natSi, at energies and angles suitable for analytical purposes. In several cases (natO, 23Na, natSi) the obtained differential cross-section datasets are also benchmarked using thick targets of known and accurate stoichiometry. All measurements were carried out at the 5.5 MV Tandem Accelerator of N.C.S.R. “Demokritos” in Athens, Greece. The experimental setup consisted of a high-precision goniometer, along with six silicon surface barrier (SSB) detectors (500 μm in thickness). Most of the obtained datasets are already available in IBANDL (Ion Beam Analysis Nuclear Data Library [38]) under the International Atomic Energy Agency auspices, in order to be used by the scientific community in basic research problems, as well as in technological applications in the field of material analysis.
Last but not least, in the context of the present thesis, the measured differential cross section values of the deuteron elastic scattering on oxygen were accompanied by theoretical calculations in order to extend the existing evaluation to higher deuteron beam energies. The theoretical calculations were accomplished in the framework of the R-matrix theory which is the most appropriate theoretical approach for calculating differential cross sections for resonant elastic scattering processes. The R-matrix theory takes into account the interaction of the projectile with the nucleus as a whole and the parameters of the used model were adjusted to the measured differential cross section values. |
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