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Most new axioms for NF are either versions of AC or postulates of smooth behaviour by the T functions.
The full model, shown in red, shows a smooth behaviour in time, as expected from an instrument design perspective.
Results of Monte Carlo simulations with up to 20,000 particles show a smooth behaviour of the beam and small halo development only.
An important class of problems exhibits smooth behaviour on macroscopic space and time scales, while only a microscopic evolution law is known.
Performance for the velocity-cubes problem For the velocity-cubes problem Ex D, Figure 13 illustrates smooth behaviour of all algorithms with respect to the computing time as a function of the grid size.
Over a wide range of the flight envelope, i.e. the complete range of speed, longitudinal and lateral on-flow angles, flight levels and configuration variations, the flow about aircraft exhibits a smooth behaviour.
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Some examples we show have highly nonlinear and non-smooth behaviour and use non-Gaussian measures.
One possibility would be to sample from the conditional; however, this can lead to non-smooth behaviour and flipping back and forth between modes resulting in no displacement.
Due to the non-smooth behaviour of the RTG crane load and the lack of seasonality or trends over the time series (as described in the following section) and motivated by the literature [2, 4], we assume that the gap in the time series will have negligible effect on the forecast results.
The smoothing behaviour of the pointwise smoother, as predicted by local Fourier analysis, is used to determine how to coarsen the grid.
Thus, the UBD5494 airfoil is found to show smooth stall behaviour.
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