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The VBO (ΔEV) can be calculated from the formula Figure 1 X-ray θ -2 θ diffraction pattern of the thick InN films on BTO substrates.
The optimized thickness of the Mg metal layer is extracted from the following formula: Figure 4 Dependence of reflectance on the Mg thickness and oxidation steps.
The depth difference (d s) between the central and other pores can be estimated by the following formula: Figure 3 Schematic diagrams of pore growth in the hemisphere curve.
Take cell L2 for example, the simulated θ (θ L2 ) can be calculated by the following formula: Figure 8 Resampling dependent variable θ using bootstrap method and initial values set (only the first 5 simulations are shown).
The crystallite size of Ni for the most intense peak (111) plane was determined from the X-ray diffraction data using the Debye-Scherrer formula: Figure 4 XRD patterns of nickel powder at different molar concentrations of NaOH.
The crystallite size was calculated from the XRD data using Scherrer formula: Figure 1 X-ray diffraction pattern of Ni 0.2 Cd 0.3 Fe 2.5 - x Al x O 4 (0.0 ≤ x ≤ 0.5) ferrite nanoparticles.
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The position, speed, and direction of movement of the nodes are updated at every Δt time step according to the following formulas: Figure 11 BSA mobility model.
At this level, one can obtain the formulas Figure 9 The influence of the value of Δr on Ψ ( X, Y ).
These SES-stages are described and illustrated in a SES-formula (Figure 5 8, Table S1, S2).
Scientists describing embryos from collections may publish complete SES-formulas (Figure 5 8) online and connect them to the collection listings.
The case (a) (conventional V-LED) is more like the classical top contact structure which follows the current spreading formula [30]: Figure 7 Distributed light pattern demonstrated at different current injections and relation between position x and power density.
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