At this point, the atoms of the helium beam should be moving with nearly uniform velocity.
2.
Which is defined such that the level-sets of G represent the various interfaces within the premixed flame propagating with a uniform velocity u _ F.
3.
We can generalize the Blasius boundary layer by considering a wedge at an angle of attack \ pi \ beta / 2 from some uniform velocity field U _ 0.
4.
This perhaps will be made clearer by noting that the relation between the space described in any time by a particle moving with a uniform velocity is denoted by Wallis by the formula
5.
Here is my logic : Suppose the system was moving in "'y "'direction with uniform velocity . and I force a small velocity on the bob.
6.
A non-zero variance indicates that there is some dispersion along the path of the fluid, which may be attributed to turbulence, a non-uniform velocity profile, or diffusion.
7.
Not so says a third member, as per relativity an observer will not find any contraction of measuring rod in his own system, irrespective of the value of his uniform velocity in space.
8.
This results in a circulation in the direction of ? around the impeller blade which prevents the air from acquiring the whirl velocity equivalent to impeller speed with non-uniform velocity distribution at any radius.
9.
When a fluid is entering a pipe at a uniform velocity, the fluid particles in the layer in contact with the surface of the pipe come to a complete stop due to the no-slip condition.
10.
Assuming a flow is bounded on one side only, and that a rectilinear flow passing over a stationary flat plate which lies parallel to the flow, the flow just upstream of the plate has a uniform velocity.
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