Sentence examples for dot heights from inspiring English sources

We present numerical results for energies of some low-lying levels as functions of the magnetic field applied along the symmetry axis for different quantum dot heights, radii, and separations between them.

Variation of dot height and density with temperature is shown in Fig. 8. Dot height increased with the increase in temperature.

On careful examination we found that dot height has increased with the increase in temperature.

Figure 4 The dot height and surface rms (root-mean-square) value vs laser energy.

As the dot resistance is proportional to the current path length, i.e., dot height, it has a smaller value at its side region than at its center.

Figure 4 displays the mean dot radius (a) and dot height (b) derived from the AFM images as a function of the ion flux.

The extracted dot height and dot base width are plotted in Fig. 2. Statistically the dots are 22 nm in base width, 2.3 nm in height, and 6 × 1010 cm−2in density.

The dot height (black colored line) and roughness (red-colored line) are increasing with higher laser energy, they saturated about 600 to 800 mJ/cm2.

When the impurity is at the center of dots (z i =0,z i =L d +L b ), the binding energy increases, it reaches a maximum for a given l 0 and then decreases as the dot height increases.

After laser irradiation, Ge nano-dots sustained internal compressive strain, leading to a greater dot height and rough surface, as shown in Figure 4. Figure 6 The cross sectional HR-TEM images.

This finding is shown in Figure 2 for the dot radius r (a), the dot height h (b), the wavelength l (c), and the rms roughness (d) of the AFM images.