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Winds on the polar plateau are usually light, with monthly mean velocities at the South Pole ranging from about 9 miles per hour (4 metres per second) in December summerr) to 17 miles per hour (8 metres per second) in June and July winterr).

Averaging data sets at each phase allowed an estimation of mean velocities at that phase.

The reduced mean velocities at different heights and the contour of mean velocities are shown in Fig. 3.

The uncertainty in the mean velocities at 95%% confidence level was determined to be ±2 % (Manwell et al. 2010).

Following the methodologies proposed and explained in the ISO guide [11] to the expression of uncertainty in measurement, the uncertainty in the mean velocities at 95% confidence level was determined to be ±2%.

The dynamic simulations carried out and the results obtained in the time domain show that traffic safety rates exceed the allowed limits for turbulent winds with mean velocities at the deck higher than 25 m/s.

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The placement of openings in relation to one another may enhance or reduce mean velocity at certain locations inside the room.

The study presents the hydraulic geometry relations of bankfull discharge, channel width, mean depth, cross-sectional area, longitudinal slope, unit stream power, and mean velocity at bankfull discharge as a function of drainage area using simple linear regression.

The shear parameter β, which is based on the velocity gradient, cylinder diameter and upstream mean velocity at the center plane of the cylinder, varies from 0 to 0.27.

In order to reduce the number of different rheological values (i.e. Manning's coefficient) to use in a single analysis, and to investigate the possibility of obtaining a better approximation of the mean velocity at sectional reach 6′-7, two new analyses were run: T-t2, with n = 0.04, and T-t3, with n = 0.02 (Table 2).

Among the porous fences used in this study, the porous fence with porosity ε=20% shows the maximum reduction of mean streamwise velocity, but it has the highest vertical mean velocity at about x/H=1 location and large turbulence intensity in the near wake region.

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