Examples of 'viscous forces' in a sentence
Meaning of "viscous forces"
viscous forces: this phrase is used in scientific contexts to describe forces arising from the viscosity of a fluid
How to use "viscous forces" in a sentence
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viscous forces
They are specially adapted to an environment dominated by viscous forces.
Pressure and viscous forces.
But viscous forces are important.
Inertia and viscous forces.
It may be regarded as proportional to gravity forces divided by viscous forces.
Viscous forces acting on the particles tend to oppose this movement.
Reynolds number is the ratio of inertial forces to viscous forces.
The negative pressure and viscous forces pull the fluid against the surface.
Measure of the relative importance of inertia forces and viscous forces.
This low Reynolds number shows that viscous forces dominate at this scale.
The dimensionless number compares the elastic forces to the viscous forces.
For example, viscous forces are sometimes measured by vibratory systems.
Reynolds number is defined by the ratio of inertial forces to that of viscous forces.
Stokes flow, in which the viscous forces are much greater than inertial forces.
It is a dimensionless number that expresses the ratio between inertial and viscous forces.
See also
If, however, viscous forces are not dominant then vortices form to conserve angular momentum.
These flows are due to the combined effects of centrifugal force and of viscous forces.
The layer in which the shearing viscous forces are significant, is called the boundary layer.
They show us importance of Boundary layers and viscous forces.
When viscous forces are negligible, the Reynolds number is much greater than one.
The Reynolds number indicates the relative contribution of inertial to viscous forces.
In inviscid flow, since the viscous forces are zero, the Reynolds number approaches infinity.
The Reynolds number is proportional to the inertial forces divided by the viscous forces.
Only viscous forces are considered ;.
The Reynolds number is a measure of the ration of the inertia forces to viscous forces.
The additional force imposed by the electric field E assists in overcoming such viscous forces.
High Reynolds numbers indicate that the inertial forces are more significant than the viscous forces.
Re is the ratio of Inertial forces to the Viscous forces.
First, a boundary layer is developed along the cylinder as a result of viscous forces.
Therefore, flow in these systems is governed by gravitation and viscous forces alone.
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