Ultra-hard materials, such as diamond or cubic boron nitride,
have exceptional mechanical and physical-chemical properties. Their
use is the basis for industrial tasks such as cutting, abrasion, drilling,
etc. Diamond, which in its cubic form is the hardest known natural
material, is also the most widely used ultra-hard material in industry,
either as a coating or directly. Given the prohibitive cost of natural
diamond, its synthesis on an industrial scale is an imperative. However,
cost issues are compounded by thermochemical restrictions. Indeed,
its use in the cutting and machining of iron-based parts is contraindicated
by its temperature instability (870 K under oxygen is a temperature
actually reached by friction), leading to degradation not only of
the diamond itself, but also of the part to be machined (local modification
of the chemical composition by insertion of excess carbon atoms).
For multinationals such as General Electric, Sandvik, Norton US,
De Beer..., the production of ultra-hard materials is worth several
billion euros. Upstream research is therefore essential to better
understand the links between mechanical properties, chemical bonding
and crystalline structure. The ultimate aim is to optimize the use
of known materials, on the one hand, and above all to be able to predict
new materials with comparable mechanical properties but less embrittlement
under conditions of use, on the other. For this reason, and in order
to replace diamond in various applications, new ultra-hard materials
were sought. The predictive aspect of the numerical tool then supports
the synthesis by determining, upstream, the expected physico-chemical
properties, in particular hardness.
This article, written for the materials science engineer, examines
this topic. The various possible ways of synthesizing ultra-hard materials
are presented, along with different approaches to the concept of hardness.
Taking account of mechanical resistance to changes in volume and shape
will lead us to introduce concepts well known to materials mechanics
(compressibility and shear moduli, elastic constants, etc.), before
moving on to present new ultra-hard materials and the theoretical
framework for calculations.