Sentence examples for evolution of the triple from inspiring English sources

The studies showed that the temporal evolution of the triple line was significantly different during the advancing and receding processes based on the nature of the chemical heterogeneity.

Using this numerical formalism I show that the main effect from tides is the formation of two-body tidal captures that form during the chaotic and resonant evolution of the triple system.

The simulation of the evolution of the triple is continued.

In the following, we will neglect the dynamical effect of the presence of planets on the evolution of the triple.

During the early evolution of the triple, the system experiences Lidov-Kozai cycles with a timescale of a few kyr, see Figure 6.

Furthermore, Luo et al. (2016) showed recently that the rapid oscillations accumulate over time and alter the long-term evolution of the triple systems (e.g. whether or not an orbital flip occurs).

To reproduce the experiment of Shappee and Thompson (2013), we simulate the evolution of this triple with TrES including three-body dynamics and wind mass losses, however, without stellar evolution in radius, luminosity, or stellar core mass etc. Starting from the birth of the triple system, its orbit is susceptible to Lidov-Kozai cycles (Figures 13 and 14).

This was applied to the '3+1' F/G systems of Tokovinin (2014a, 2014b), and most (90%) of these systems were found to be in a regime in which the inner three stars are effectively an isolated triple, i.e. the fourth body does not affect the secular dynamical evolution of the inner triple.

The model is used to exhibit the evolution of the energy of triple junctions built solely from symmetric tilt boundaries as a function of their degrees of freedom.

In this paper, we discuss the principle complexities of the evolution of hierarchical triple star systems.

The three examples given above illustrate that the dynamical evolution of a triple system is intertwined with the stellar evolution of its components.