Sentence examples for order of the time from inspiring English sources
A recently developed multi-product, operator splitting method permits, in principle, convergence to any even order of the time step.
The great powers in Europe and Asia viewed "imperialism" as the natural order of the time and they expected the United States to colonize Cuba as the Europeans had done in Africa.
Considering the parameter identification a strategy to estimate the fractional order of the time derivative and the relaxation time is outlined.
The resultant generalized version of NIMM (gNIMM) makes possible the constraint force calculation with exactly the same procedure (subroutine) for various "Verlet equivalent" integration schemes with the same fourth order of the time step as the constraint error order.
A phenomenon was found that, at the moment when the fractional order of the time derivative reaches an integer value 1, the curve on the complex plane becomes completely different, exhibiting snap-through behavior.
The proposed scheme is suitable when the order of the time fractional derivative γ lies in the interval [12,1). A correction term is added to maintain high accuracy when γ∈ 0,12).
We show an inorganic organic hybrid silica gel glass with remarkable femtosecond optical Kerr effect in the order of the time-resolution of the experiment (∼200 fs) based on doped lead phthalocyanine.
The splitting error is proportional to the pressure variable, and a simple analysis shows that the original convergence order of the time-integration scheme can be retained by solving for incremental pressure.
The results of numerical calculations are displayed in the figures for different values of the nondimensional spatial variable x̄, the drift parameter v̄, the time parameter κ, and the order of the time-fractional derivative α.
The modified reduced differential transform of (u x,t)) at (t=t_{0}) is represented as U_{k}(x)=frac{1}{Gamma(kalpha+1)} biggl[ frac{partial^{k}}{partial {t}^{k}}u x,t) biggr]_{t=t_{0}}, (4.1) where α is a parameter which describes the order of the time-fractional derivative.
In the case of aperiodicity, N δ i is determined by subtracting, from the total length of the time profile (N), the maximum order of the time-delay that the gene under consideration has with its parents (δ i ).
