Sentence examples for binary alloys can be from inspiring English sources

Recent experimental and theoretical findings suggest that nanocrystalline binary alloys can be stabilized against interface-driven homogenization processes via grain boundary (GB) solute segregation mechanism.

Generally, the correlation functions for fully-random binary alloys can be calculated analytically with the formula (bar{Pi }_{k,m}=(2x-1)^k), where (x=frac{N_A}{N_A+N_B}) is the substitution rate.

According to the present model, the work of adhesion concentration dependency over the whole concentration range for binary alloy can be theoretically determined from only the physical parameters of the pure components.

Magnesium alloys can be divided into two types.

Plutonium alloys can be produced by adding a metal to molten plutonium.

Ti and its alloys can be modified to increase surface roughness through plasma beam and electron spray techniques [ 39].

The most important alloying element is aluminum, which, in concentrations up to 8 percent by weight of the alloy, can be added as a strengthener without impairing ductility.

Binary metal clusters can be generated using alloy targets.

(Delta H_{{ A{text{in}}B}^{0}) is the enthalpy of solution of one element A in other element B at an infinite dilution for a binary alloy system, which can be calculated from the Miedema model [29].

It is shown that through solute segregation, the grain boundary energies of some binary systems can be reduced, resulting in thermodynamically stable grain structures and successful prediction of solutes that inhibit grain growth in some nanocrystalline alloys.

In binary alloys, the sublattice models can be classified into two types (i.e., "Type I" and "Type II"), depending on whether a direct one-to-one relation between the element site fraction in the CALPHAD database and the phase concentration in the phase-field model exists (Type I), or not (Type II).