Sentence examples for width of the flow from inspiring English sources

In the spontaneous fast reconnection evolution, the width of the flow channel is narrow in the dawn-dusk direction, and it does not spread until the plasma collides with the magnetic loop.

A design with an optimal performance of the heat exchanger is achieved by maximizing the effectiveness of the heat exchanger (ε-NTU method) using the following parameters as optimizing variables: the width of the flow channel, the length, pitch, thickness, and angle of the fins.

The average rate of change in flow speed along the "dawn dusk" direction (perpendicular to the main flow and in the plane of the tail current sheet) and along the "north south" direction suggests that the full width of the flow channel is 12,000 17,000 km in the "dawn dusk" direction and about 9000 12,000 km in the "north south" direction.

At unit Péclet number (based upon width of the flow channels) the resulting selectivity curves are found to be in remarkably close quantitative agreement with those for plug flow, despite major differences in the inner solute concentration profiles a feature that does not persist at significantly higher Péclet numbers.

The width of the flow channel is Lc and that of the channel walls/ribs is Lr.

In order to calculate the flow rate to apply physiological shear stress we used Eq. 1 as mentioned below where Q is desired flow rate, Τ is the target shear stress, µ is the viscosity of the flow medium, w is width of the flow chamber, and h is the height of the flow chamber (Bhat et al. 1998).

The effects of gap width on the flow characteristics at Re=5.58×104 and the vortex-induced vibration (VIV) of a twin-box girder at about Re=1.17×104 were experimentally investigated using a sectional model.

In the present experimental study, the effect of gap width on the flow pulsation and turbulent mixing was investigated using PIV (Particle Image Velocimetry).

where d is the distance between the upper and lower electrodes, and w is the width of the current flow.

where σ is the conductivity of the electrode material, δ is the skin depth, and w is the width of the current flow.

Based on this theory, the width of the sample flow cannot only be adjusted by the flow rates but also by the viscosity ratio between the sheath stream and the sample stream.