Sentence examples for ejection speed from inspiring English sources

To illustrate that our model is consistent with Eject!, the ejection speed was estimated to be approximately 110 m/s in the case of C D = 0.1 as shown in Fig. 6.

In contrast, Kaneko et al. (2016) estimated an ejection speed of 108 m/s using the program Eject! because they used a drag coefficient of approximately 0.1 based on the temperature at sea level (25 °C) and the thermal lapse rate (6.5 °C/km).

Or, perhaps the amount of pollutants trapped by the star was very small due to its high ejection speed in the supernova.

Thus, the ejection speed that is read from the intersections between the black dashed line and the solid colored lines gives the estimated ejection speed for each considered drag coefficient.

Minakami (1942) used an analytical ballistic equation to estimate the ejection speed of the 1937 Asama eruption.

The ejection speed of the particles was 150 m/s, and the rotation and direction angles were both 20°.

Another surprise is that, at the higher ejection speeds, many particles end up leaving the Solar System entirely.

But the biggie is that, at higher ejection speeds, particles are much more likely to end up hitting Jupiter than Mars.

The mean landing velocities with all considered drag coefficients were lower than the ejection speeds (Fig. 7).

Riley (2012) indicates that space weather events including flare intensity, coronal mass ejection speeds, and disturbance storm time (Dst) all exhibit power law distributions.

In Fig. 6, the 99th percentile of the travel distance is plotted for particle ejection speeds ranging from 100 to 200 m/s and drag coefficients ranging from 0.0 to 1.2.