Sentence examples for radius evolution from inspiring English sources

Exact(5)

The radius evolution is calculated with SeBa (Portegies Zwart and Verbunt 1996; Toonen et al. 2012).

Another expression (first proposed by Bradley and Mitcheson in 1976) is derived where no density evaluation is required and only pressure and flame radius evolution are used.

At around 4 to 6 CAD ATDC, flame radius evolution changed dramatically as shown in Figure 5 that shows the outline of the flame front evaluated from the sequences of Figure 2.

The first methodology fits the temporal radius evolution with a polynomial function, while the new methodology proposed uses the exact solution of the linear relation linking the flame speed and the stretch as a fit.

The presence of the fuel deposits, as squeezed film or impinged droplets, had direct effect on the flame radius evolution in terms of kernel cyclic variability and flame stability [25, 34]. Figure 4 reports the trend of the flame radius for gasoline and BU40 evaluated on 100 consecutive cycles.

Similar(54)

Starting from an asymptotic analysis assuming a linear relation between the propagation speed and the stretch acting on the flame front, temporal radius evolutions of spherically expanding laminar flames are postprocessed to obtain laminar burning velocities and Markstein lengths.

Figure 8 Radius and mass evolution.

By assuming different plastic radii (using a plastic radius increment), GRC, the evolution curve of plastic radii and internal support pressure can be obtained analytically.

The accuracy of this formula has been well established and can be used reliably to infer target material strength as a function of radius size and time evolution.

Subsequent centrifugation at 11,000 rpm (ca. 13,000 g at max. radius) in a Sorvall Evolution RC centrifuge (Thermo Electron Corporation, Waltham, MA, USA) for 40 min at 4°C completed the phase separation.

Lifshitz and Slyozow [46] as well Wagner [47] have formulated the basis for a mathematical description of the growth of grains in three-dimensional systems, yielding the following general expression for the asymptotic temporal evolution mean particle radius 〈R〉 〈 R 〉 ≈ c t 1 / z (2).

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