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Solute vacancy binding is a key quantity in understanding diffusion kinetics, and may also have a considerable impact on the hardening response in Mg alloys.
The scalar mixing time scale, a key quantity in many turbulent combustion models, is investigated for reactive scalars in premixed combustion.
The transport of the corresponding mean scalar dissipation rate (SDR), which is a key quantity in the corresponding closure, is also affected by the vaporization processes.
Solute vacancy binding energy is a key quantity in understanding solute diffusion kinetics and phase segregation, and may help choice of alloy compositions for future material design.
In this context, a key quantity in the study of quantum walk dynamics is the probability (P(n)=_{p} langle{n} vert operatorname{Tr}_{c}[hat{rho}_{pc}(t)]vert {n} rangle_{p}) that position n in the position space is occupied at the discrete time t.
We focus on a key quantity in admixed populations, namely the fraction of admixture from one of the source populations for a random individual in H at a randomly chosen locus.
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Particular attention is devoted to merit figures that estimate the optical efficiency, a key quantity for all the CSP plants that can be defined in different ways.
A key quantity of interest is, therefore, the SAM-induced work-function modification, ΔΦ.
The key quantity in determining reaction rates is the activation free energy (Δ‡G), not the enthalpy.
The growth restriction factor Q is the key quantity in current descriptions of the solutal effect on grain growth and grain refinement during solidification of alloys.
The software package can also calculate many key quantities in complex systems such as Poincaré sections, survival probabilities, and diffusion coefficients.
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