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When IMF is northward or during active periods statistical velocity dependence of beamlets on ΔZ is inverse.
Correlation of particle velocity and acceleration length was developed based on the investigation of statistical velocity distribution at different locations in vertical test section.
The orthonormal basis involves a family of wavelets due to Alpert and Rokhlin and the vanishing of a large number of moments for this basis (order 3 or 4) is crucial for compact representation of the statistical velocity field.
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However, in the simulations, the statistical distributions of velocity, pressure, and longitudinal and lateral velocity derivatives were always identical, regardless of the grid distortion.
The values of local interfacial area obtained from the classical equation (ait=6εg/d32) and from bubble velocity statistical treatment methods agree reasonably well.
From the empirical data we estimate the statistical properties of velocity dependent parameters as the motions unfold and examine anticipatory and learning performance in novices and experts under different training contexts.
In particular, at low flow velocities, statistical methods suffer from noise that may render them impractical in LMFP environments.
In particular, we study statistical properties of velocities both for the sea surface and for the envelope field based on this surface.
For statistical analysis of velocities of individual molecules linearly moving on a filamentous structure, the center of mass of each molecule can be tracked semi-automatically for its successive AFM images.
There exists obvious flow-velocity reduction inside net cages of the multi-cage configurations; however, there is no statistical difference in flow velocity over varied configurations with different number of net cage.
This paper describes an experimental investigation of the statistical properties of turbulent velocity fluctuations in an axisymmetric jet.
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