Sentence examples for driving regime from inspiring English sources

In the weak driving regime the results for no delay τ = 0 have already been covered in [14] and we therefore focus for this regime on the time-resolved second order correlation function for τ ≠ 0. Applying the quantum regression theorem (QRT) [24] we find the results presented in Figure 3.

The second order correlation function of the central resonator in the strong driving regime is plotted in Figure 6.

Figure 6 The g ( 2 ) -function as given by equation ( 16 ) as a function of J / γ and U / γ in the in-phase strong driving regime for Ω / γ = 5.

In a strong driving regime with intermediate to high tunneling rates but low nonlinearities a good approximation to the excitation output statistics can be given by a Bogoliubov expansion in the quantum fluctuations around the coherent background parts of the intra-cavity fields, which we presented in Section 4.

This signature is also visible, albeit less pronounced, in Figure 8. Figure 10 The mean polariton number (a) and g 2 ( 2 ) -function (b) of the central resonator in the strong driving regime, Ω / γ = 5, as a function of J / γ and U / γ.

This study found that the "Following" regime threshold of SDX and the maximum acceleration in "Free Driving" regime are critical parameters for Wiedemann model.

By adopting the method of characteristics as the simulation model, prediction of the driving flow regime inside an ejector is obtained.

The expansion wave from the nozzle exit increases the driving flow regime in the under-expanded condition, which has a negative impact on ejector performance.

Such models should also incorporate state changes and transitions from one dynamics type to another depending on changes in driving disturbance regime.

Conceptual models of forest dynamics should be comprehensive enough to incorporate both long-term directional change and short-term cyclic forest dynamics, as well as transitions from one dynamics mode to another depending on changes in the driving disturbance regime type.

Based on this, I present a relatively simple but comprehensive conceptual model, suggested by Kuuluvainen (2009) for boreal forests, which incorporates both long-term directional and shorter-term cyclic forest dynamics, as well as transitions from one forest dynamics mode to another depending on the characteristics of the driving disturbance regime.