Indentation and plastic properties of MgO single crystals in nano and submicrovolumes
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GRABCO, Daria, PYRTSAC, Constantin. Indentation and plastic properties of MgO single crystals in nano and submicrovolumes. In: Materials Science and Condensed Matter Physics, Ed. 8-th Edition, 12-16 septembrie 2016, Chişinău. Chişinău: Institutul de Fizică Aplicată, 2016, Editia 8, p. 228. ISBN 978-9975-9787-1-2.
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Materials Science and Condensed Matter Physics
Editia 8, 2016
Conferința "International Conference on Materials Science and Condensed Matter Physics"
8-th Edition, Chişinău, Moldova, 12-16 septembrie 2016

Indentation and plastic properties of MgO single crystals in nano and submicrovolumes


Pag. 228-228

Grabco Daria, Pyrtsac Constantin
 
Institute of Applied Physics, Academy of Sciences of Moldova
 
 
Disponibil în IBN: 1 august 2019


Rezumat

The strength and plastic properties of MgO single crystals have been thoroughly studied in microvolumes [1–3]. However, it has been proved on various materials that a reduction in the characteristic dimensions of an object or structure element to R ≤ 1 μm (at least one of the three dimensions) leads to a substantial change in its mechanical properties. Particularly strong size effects (Indentation Size Effect) occur when R ≤ 100 nm; at R ≤ 10 nm their behavior can radically change again [4]. For this reason, the mechanical parameters of solids on the nanoscale cannot be obtained by simple extrapolation from macro or microregions; this problem requires new research, and it is the aim of this work.     Mechanical properties were studied by the dynamic indentation method using a Nanotester-PMT3NI–02 device equipped with a Berkovich indenter. The tests were conducted in a load range of Pmax= 3–900 mN. The following results were obtained. Young modulus values vary with changing load; however, they fluctuate around E = 250 GPa at almost all applied loads. Dependences H(P) demonstrate ISE. Starting from a load of Pmax= 40 mN, the hardness value increases with decreasing load and reaches a value of 12.8 GPa at Pmax= 3 mN. As the load increases to 40 GPa, the hardness values slightly fluctuate around H = 8 GPa. At the highest load of 900 mN, the hardness value slightly decreases. The effect is most probably attributed to the cracking around indentations even at the loading stage. The P(h) loading–unloading curves show three typical 'pop-in' effects in respective load ranges at Pmax ≈  (i) 0.2–0.3, (ii) 1.0–1.5, and (iii) 5.0 mN (Fig. 1). All the three 'pop-in' effects are attributed to the nucleation of dislocations during nanoindentation (Fig. 2a). In accordance with this, the hardness values decrease. The dislocation structure becomes more complicated with a further increase in load. Dislocation reproduction, activation of all sliding systems and, as a result, interactions and intensive intersections of dislocations take place in the indentation neigbourhood (Fig. 2b). The above evolution of plastic deformation was confirmed by detailed analysis of the images of the dislocation structures near indentations.