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That is why we calculate systematically the RAF of EP alloy systems listed in Table 1 for the first time, and discuss the obtained results in detail in the paper.
Having validated the theory by comparisons with experiment, we then calculate systematically the characteristics of a range of flames: those adjacent to walls and stagnation planes and those which are freestanding.
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Using Miedema model and subregular model scheme, the RAFs for the six EP (Ni, Co, Cu)–(P, B) alloys and three Ni Cu, Ni Co and Co Cu alloys have been calculated systematically for the first time.
The band structure, density of states and optical properties of zinc-blende GaN are calculated systematically by using the first-principles plane-wave pseudopotential method, based on the density function theory.
Several different phase plots together with their period doubling patterns have been calculated systematically by numerical integration, and boundaries of different motion types are shown in the parameter map of airspeed and elastic axis position.
Accordingly, the grain-size-dependence of the phase stability and phase transformation characteristics of the nanocrystalline alloy were calculated systematically, and the correlations between the phase constitution, the phase transformation temperature and the critical nanograin size were predicted.
Initial rates were calculated systematically from the linear portion of the concentration-time profiles.
The method developed here enables the dispersion integrals for an arbitrary distribution to be calculated both systematically and efficiently for either real or complex arguments.
The achievable data rates are calculated and systematically analysed for different scenarios to investigate the effects of the distribution lines, connected loads, noise models, etc. Results reveal the superiority of the proposed MIMO design against the traditional SISO systems.
The ROC curve is calculated by systematically changing the threshold, which changes the false-positive and true-positive rates.
In this term, agreement between two measurement methods was evaluated by calculating the systematically error (bias) with the 95% limits of individual agreement as bias ± 2 standard deviation (SD).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com